View Personality

Ayra Vision 105 PixZ (Ayra_Vision 105 PixZ.d4)

<?xml version="1.0" encoding="utf-8"?>
<Fixture Name="Vision 105 PixZ" ShortName="Vis105PixZ" Company="Ayra" Version="4">
  <Copyright Notice="© Avolites Ltd. 2023" />
  <Thumbnail>01904283-51bb-4f92-a7b3-20c4e203e3d3</Thumbnail>
  <History Date="16-12-18" Author="Nic Morris" Comment="Created (no pixel layout information)" Version="1" />
  <History Date="18-12-18" Author="Nic Morris" Comment="Added Atlabase ID's." Version="2" />
  <History Date="13-03-20" Author="Nic Morris" Comment="Created from FOS Wash Q7" Version="3" />
  <History Date="07-01-23" Author="Nic Morris" Comment="Created from JMAZ Lighting Attco Wash 150Z (pattern spd speed ranges missing - assumed identical)" Version="4" />
  <Manual Filename="" Summary="" />
  <AtlaBase TypeID="42a7cc09-1e7c-489f-86f4-84f83241c120" />
  <Control>
    <Attribute ID="Pan" Name="Pan" Description="" Group="P" Size="2">
      <Locate Locate="1:50" PowerOn="1:50" />
      <Function ID="1" Name="Pan" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" />
    </Attribute>
    <Attribute ID="Tilt" Name="Tilt" Description="" Group="P" Size="2">
      <Locate Locate="1:50" PowerOn="1:50" />
      <Function ID="1" Name="Tilt" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" />
    </Attribute>
    <Attribute ID="PT_Speed" Name="P/T Speed" Description="" Group="S">
      <Locate Locate="1:100" PowerOn="1:100" />
      <Function ID="1" Name="Speed" Display="'%.1f%%',0.0~100.0" Dmx="225~0" />
    </Attribute>
    <Attribute ID="Dimmer" Name="Dimmer" Description="" Group="I">
      <Locate Locate="1:100" PowerOn="1:0" />
      <Function ID="1" Name="Dimmer" Display="'%.1f%%',0.0~100.0" Dmx="0~255" />
    </Attribute>
    <Attribute ID="Shutter" Name="Shutter" Description="" Group="I">
      <Locate Locate="2" PowerOn="2" />
      <Function ID="1" Name="Closed" Display="'Closed'" Dmx="0~0" />
      <Function ID="2" Name="Open" Display="'Open'" Dmx="255~255" />
      <Function ID="3" Name="Strobe %" Display="'Strobe %.f%%',0~100" Dmx="64~95" />
      <Function ID="4" Name="Rnd Strobe" Display="'Rnd Strobe %.f%%',0~100" Dmx="192~223" />
      <Function ID="5" Name="Pulse" Display="'Pulse %.f%%',0~100" Dmx="128~159" />
    </Attribute>
    <Attribute ID="Red" Name="Red" Description="" Group="C">
      <Locate Locate="1:100" PowerOn="1:100" Highlight="1:100" Lowlight="1:0" />
      <Function ID="1" Name="Red C-Mix" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="255,0,0" />
    </Attribute>
    <Attribute ID="Green" Name="Green" Description="" Group="C">
      <Locate Locate="1:100" PowerOn="1:100" Highlight="1:100" Lowlight="1:0" />
      <Function ID="1" Name="Green C-Mix" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="0,255,0" />
    </Attribute>
    <Attribute ID="Blue" Name="Blue" Description="" Group="C">
      <Locate Locate="1:100" PowerOn="1:100" Highlight="1:0" Lowlight="1:90" />
      <Function ID="1" Name="Blue C-Mix" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="0,0,255" />
    </Attribute>
    <Attribute ID="White" Name="White" Description="" Group="C">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="White C-Mix" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="255,255,255" />
    </Attribute>
    <Attribute ID="Zoom" Name="Zoom" Description="" Group="B">
      <Locate Locate="1:50" PowerOn="1:50" />
      <Function ID="1" Name="Zoom" Display="'%.1f%%',0.0~100.0" Dmx="0~255" />
    </Attribute>
    <Attribute ID="Colour_Macro" Name="Colour Macro" Description="" Group="C">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" Colour="255,255,255" />
      <Function ID="2" Name="Red" Display="'Red'" Dmx="1~13" Colour="255,0,0" />
      <Function ID="3" Name="Green" Display="'Green'" Dmx="14~27" Colour="0,255,0" />
      <Function ID="4" Name="Blue" Display="'Blue'" Dmx="28~41" Colour="0,0,255" />
      <Function ID="5" Name="White" Display="'White'" Dmx="42~55" Colour="255,255,255" />
      <Function ID="6" Name="R+W" Display="'R+W'" Dmx="56~69" Colour="255,255,255" />
      <Function ID="7" Name="G+W" Display="'G+W'" Dmx="70~83" Colour="255,255,255" />
      <Function ID="8" Name="B+W" Display="'B+W'" Dmx="84~97" Colour="255,255,255" />
      <Function ID="9" Name="G+B" Display="'G+B'" Dmx="98~111" Colour="255,255,255" />
      <Function ID="10" Name="R+B" Display="'R+B'" Dmx="112~125" Colour="255,255,255" />
      <Function ID="11" Name="R+G" Display="'R+G'" Dmx="126~139" Colour="255,255,255" />
      <Function ID="12" Name="G+B+W" Display="'G+B+W'" Dmx="140~153" Colour="255,255,255" />
      <Function ID="13" Name="R+B+W" Display="'R+B+W'" Dmx="154~167" Colour="255,255,255" />
      <Function ID="14" Name="R+G+W" Display="'R+G+W'" Dmx="168~181" Colour="255,255,255" />
      <Function ID="15" Name="R+B+G+W" Display="'R+B+G+W'" Dmx="182~195" Colour="255,255,255" />
      <Function ID="16" Name="2700K" Display="'2700K'" Dmx="196~202" Colour="255,255,255" />
      <Function ID="17" Name="3200K" Display="'3200K'" Dmx="203~209" Colour="255,255,255" />
      <Function ID="18" Name="3500K" Display="'3500K'" Dmx="210~216" Colour="255,255,255" />
      <Function ID="19" Name="5000K" Display="'5000K'" Dmx="217~223" Colour="255,255,255" />
      <Function ID="20" Name="5500K" Display="'5500K'" Dmx="224~230" Colour="255,255,255" />
      <Function ID="21" Name="6000K" Display="'6000K'" Dmx="231~237" Colour="255,255,255" />
      <Function ID="22" Name="6500K" Display="'6500K'" Dmx="238~244" Colour="255,255,255" />
      <Function ID="23" Name="7000K" Display="'7000K'" Dmx="245~251" Colour="255,255,255" />
      <Function ID="24" Name="8000K" Display="'8000K'" Dmx="252~255" Colour="255,255,255" />
    </Attribute>
    <Attribute ID="CTO" Name="CTO" Description="" Group="C">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" Colour="255,255,255" />
      <Function ID="2" Name="<3200K" Display="'<3200K'" Dmx="16~45" Colour="255,255,255" />
      <Function ID="3" Name="3200-3500K" Display="'%.fK',3200~3500" Dmx="46~75" Colour="255,255,255" />
      <Function ID="4" Name="3500-5000K" Display="'%.fK',3500~5000" Dmx="76~105" Colour="255,255,255" />
      <Function ID="5" Name="5000-5500K" Display="'%.fK',5000~5500" Dmx="106~135" Colour="255,255,255" />
      <Function ID="6" Name="5500-6000K" Display="'%.fK',5500~6000" Dmx="136~165" Colour="255,255,255" />
      <Function ID="7" Name="6000-6500K" Display="'%.fK',6000~6500" Dmx="166~195" Colour="255,255,255" />
      <Function ID="8" Name="6500-7000K" Display="'%.fK',6500~7000" Dmx="196~225" Colour="255,255,255" />
      <Function ID="9" Name="7000-8000K" Display="'%.fK',7000~8000" Dmx="226~255" Colour="255,255,255" />
    </Attribute>
    <Attribute ID="Tungsten" Name="Tungsten" Description="" Group="C">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" Colour="255,255,255" />
      <Function ID="2" Name="Tungsten" Display="'Tungsten %.1f%%',0.0~100.0" Dmx="16~255" Colour="255,255,255" />
    </Attribute>
    <Attribute ID="FG_Colour" Name="FG Colour" Description="" Group="C">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" Colour="255,255,255" />
      <Function ID="2" Name="Red" Display="'Red'" Dmx="1~13" Colour="255,0,0" />
      <Function ID="3" Name="Green" Display="'Green'" Dmx="14~27" Colour="0,255,0" />
      <Function ID="4" Name="Blue" Display="'Blue'" Dmx="28~41" Colour="0,0,255" />
      <Function ID="5" Name="White" Display="'White'" Dmx="42~55" Colour="255,255,255" />
      <Function ID="6" Name="R+W" Display="'R+W'" Dmx="56~69" Colour="255,255,255" />
      <Function ID="7" Name="G+W" Display="'G+W'" Dmx="70~83" Colour="255,255,255" />
      <Function ID="8" Name="B+W" Display="'B+W'" Dmx="84~97" Colour="255,255,255" />
      <Function ID="9" Name="G+B" Display="'G+B'" Dmx="98~111" Colour="255,255,255" />
      <Function ID="10" Name="R+B" Display="'R+B'" Dmx="112~125" Colour="255,255,255" />
      <Function ID="11" Name="R+G" Display="'R+G'" Dmx="126~139" Colour="255,255,255" />
      <Function ID="12" Name="G+B+W" Display="'G+B+W'" Dmx="140~153" Colour="255,255,255" />
      <Function ID="13" Name="R+B+W" Display="'R+B+W'" Dmx="154~167" Colour="255,255,255" />
      <Function ID="14" Name="R+G+W" Display="'R+G+W'" Dmx="168~181" Colour="255,255,255" />
      <Function ID="15" Name="R+B+G+W" Display="'R+B+G+W'" Dmx="182~195" Colour="255,255,255" />
      <Function ID="16" Name="2700K" Display="'2700K'" Dmx="196~202" Colour="255,255,255" />
      <Function ID="17" Name="3200K" Display="'3200K'" Dmx="203~209" Colour="255,255,255" />
      <Function ID="18" Name="3500K" Display="'3500K'" Dmx="210~216" Colour="255,255,255" />
      <Function ID="19" Name="5000K" Display="'5000K'" Dmx="217~223" Colour="255,255,255" />
      <Function ID="20" Name="5500K" Display="'5500K'" Dmx="224~230" Colour="255,255,255" />
      <Function ID="21" Name="6000K" Display="'6000K'" Dmx="231~237" Colour="255,255,255" />
      <Function ID="22" Name="6500K" Display="'6500K'" Dmx="238~244" Colour="255,255,255" />
      <Function ID="23" Name="7000K" Display="'7000K'" Dmx="245~251" Colour="255,255,255" />
      <Function ID="24" Name="8000K" Display="'8000K'" Dmx="252~255" Colour="255,255,255" />
    </Attribute>
    <Attribute ID="FG_Dimmer" Name="FG Dimmer" Description="" Group="I">
      <Locate Locate="1:100" PowerOn="1:0" />
      <Function ID="1" Name="Dimmer" Display="'%.1f%%',0.0~100.0" Dmx="0~255" />
    </Attribute>
    <Attribute ID="BG_Colour" Name="BG Colour" Description="" Group="C">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" Colour="255,255,255" />
      <Function ID="2" Name="Red" Display="'Red'" Dmx="1~13" Colour="255,0,0" />
      <Function ID="3" Name="Green" Display="'Green'" Dmx="14~27" Colour="0,255,0" />
      <Function ID="4" Name="Blue" Display="'Blue'" Dmx="28~41" Colour="0,0,255" />
      <Function ID="5" Name="White" Display="'White'" Dmx="42~55" Colour="255,255,255" />
      <Function ID="6" Name="R+W" Display="'R+W'" Dmx="56~69" Colour="255,255,255" />
      <Function ID="7" Name="G+W" Display="'G+W'" Dmx="70~83" Colour="255,255,255" />
      <Function ID="8" Name="B+W" Display="'B+W'" Dmx="84~97" Colour="255,255,255" />
      <Function ID="9" Name="G+B" Display="'G+B'" Dmx="98~111" Colour="255,255,255" />
      <Function ID="10" Name="R+B" Display="'R+B'" Dmx="112~125" Colour="255,255,255" />
      <Function ID="11" Name="R+G" Display="'R+G'" Dmx="126~139" Colour="255,255,255" />
      <Function ID="12" Name="G+B+W" Display="'G+B+W'" Dmx="140~153" Colour="255,255,255" />
      <Function ID="13" Name="R+B+W" Display="'R+B+W'" Dmx="154~167" Colour="255,255,255" />
      <Function ID="14" Name="R+G+W" Display="'R+G+W'" Dmx="168~181" Colour="255,255,255" />
      <Function ID="15" Name="R+B+G+W" Display="'R+B+G+W'" Dmx="182~195" Colour="255,255,255" />
      <Function ID="16" Name="2700K" Display="'2700K'" Dmx="196~202" Colour="255,255,255" />
      <Function ID="17" Name="3200K" Display="'3200K'" Dmx="203~209" Colour="255,255,255" />
      <Function ID="18" Name="3500K" Display="'3500K'" Dmx="210~216" Colour="255,255,255" />
      <Function ID="19" Name="5000K" Display="'5000K'" Dmx="217~223" Colour="255,255,255" />
      <Function ID="20" Name="5500K" Display="'5500K'" Dmx="224~230" Colour="255,255,255" />
      <Function ID="21" Name="6000K" Display="'6000K'" Dmx="231~237" Colour="255,255,255" />
      <Function ID="22" Name="6500K" Display="'6500K'" Dmx="238~244" Colour="255,255,255" />
      <Function ID="23" Name="7000K" Display="'7000K'" Dmx="245~251" Colour="255,255,255" />
      <Function ID="24" Name="8000K" Display="'8000K'" Dmx="252~255" Colour="255,255,255" />
    </Attribute>
    <Attribute ID="BG_Dimmer" Name="BG Dimmer" Description="" Group="I">
      <Locate Locate="1:100" PowerOn="1:0" />
      <Function ID="1" Name="Dimmer" Display="'%.1f%%',0.0~100.0" Dmx="0~255" />
    </Attribute>
    <Attribute ID="Pattern" Name="Pattern" Description="" Group="G">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="No Pattern" Display="'No Pattern'" Dmx="0~0" Update="Pattern_Spd" />
      <Function ID="2" Name="Static" Display="'Static'" Dmx="16~31" Update="Pattern_Spd" />
      <Function ID="3" Name="Dynamic 1" Display="'Dynamic 1'" Dmx="32~43" Update="Pattern_Spd" />
      <Function ID="4" Name="Dynamic 2" Display="'Dynamic 2'" Dmx="44~55" Update="Pattern_Spd" />
      <Function ID="5" Name="Dynamic 3" Display="'Dynamic 3'" Dmx="56~67" Update="Pattern_Spd" />
      <Function ID="6" Name="Dynamic 4" Display="'Dynamic 4'" Dmx="68~79" Update="Pattern_Spd" />
      <Function ID="7" Name="Dynamic 5" Display="'Dynamic 5'" Dmx="80~91" Update="Pattern_Spd" />
      <Function ID="8" Name="Dynamic 6" Display="'Dynamic 6'" Dmx="92~103" Update="Pattern_Spd" />
      <Function ID="9" Name="Dynamic 7" Display="'Dynamic 7'" Dmx="104~115" Update="Pattern_Spd" />
      <Function ID="10" Name="Dynamic 8" Display="'Dynamic 8'" Dmx="116~127" Update="Pattern_Spd" />
      <Function ID="11" Name="Dynamic 9" Display="'Dynamic 9'" Dmx="128~139" Update="Pattern_Spd" />
      <Function ID="12" Name="Dynamic 10" Display="'Dynamic 10'" Dmx="140~151" Update="Pattern_Spd" />
      <Function ID="13" Name="Dynamic 11" Display="'Dynamic 11'" Dmx="152~163" Update="Pattern_Spd" />
      <Function ID="14" Name="Dynamic 12" Display="'Dynamic 12'" Dmx="164~175" Update="Pattern_Spd" />
      <Function ID="15" Name="Dynamic 13" Display="'Dynamic 13'" Dmx="176~187" Update="Pattern_Spd" />
      <Function ID="16" Name="Dynamic 14" Display="'Dynamic 14'" Dmx="188~199" Update="Pattern_Spd" />
      <Function ID="17" Name="Dynamic 15" Display="'Dynamic 15'" Dmx="200~211" Update="Pattern_Spd" />
      <Function ID="18" Name="Dynamic 16" Display="'Dynamic 16'" Dmx="212~223" Update="Pattern_Spd" />
      <Function ID="19" Name="Dynamic 17" Display="'Dynamic 17'" Dmx="224~235" Update="Pattern_Spd" />
      <Function ID="20" Name="Dynamic 18" Display="'Dynamic 18'" Dmx="236~247" Update="Pattern_Spd" />
      <Function ID="21" Name="Dynamic 19" Display="'Dynamic 19'" Dmx="248~255" Update="Pattern_Spd" />
    </Attribute>
    <Attribute ID="Pattern_Spd" Name="Pattern Spd" Description="" Group="G">
      <Locate Locate="1" PowerOn="1" />
      <Condition Name="Static" ID="5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22,23,24,25,26,27,28,29,30,31,32,33,34,35,36" If="'Pattern'==2" />
      <Else ID="1,2,3,4" />
      <Function ID="1" Name="No Function" Display="'No Function'" Dmx="0~0" />
      <Function ID="2" Name="FWD" Display="'FWD %.1f%%',100.0~0.0" Dmx="137~24" />
      <Function ID="3" Name="Stop" Display="'Stop'" Dmx="138~141" />
      <Function ID="4" Name="REV" Display="'REV %.1f%%',0.0~100.0" Dmx="142~255" />
      <Function ID="5" Name="Static 1" Display="'Static 1'" Dmx="0~0" />
      <Function ID="6" Name="Static 2" Display="'Static 2'" Dmx="8~15" />
      <Function ID="7" Name="Static 3" Display="'Static 3'" Dmx="16~23" />
      <Function ID="8" Name="Static 4" Display="'Static 4'" Dmx="24~31" />
      <Function ID="9" Name="Static 5" Display="'Static 5'" Dmx="32~39" />
      <Function ID="10" Name="Static 6" Display="'Static 6'" Dmx="40~47" />
      <Function ID="11" Name="Static 7" Display="'Static 7'" Dmx="48~55" />
      <Function ID="12" Name="Static 8" Display="'Static 8'" Dmx="56~63" />
      <Function ID="13" Name="Static 9" Display="'Static 9'" Dmx="64~71" />
      <Function ID="14" Name="Static 10" Display="'Static 10'" Dmx="72~79" />
      <Function ID="15" Name="Static 11" Display="'Static 11'" Dmx="80~87" />
      <Function ID="16" Name="Static 12" Display="'Static 12'" Dmx="88~95" />
      <Function ID="17" Name="Static 13" Display="'Static 13'" Dmx="96~103" />
      <Function ID="18" Name="Static 14" Display="'Static 14'" Dmx="104~111" />
      <Function ID="19" Name="Static 15" Display="'Static 15'" Dmx="112~119" />
      <Function ID="20" Name="Static 16" Display="'Static 16'" Dmx="120~127" />
      <Function ID="21" Name="Static 17" Display="'Static 17'" Dmx="128~135" />
      <Function ID="22" Name="Static 18" Display="'Static 18'" Dmx="136~143" />
      <Function ID="23" Name="Static 19" Display="'Static 19'" Dmx="144~151" />
      <Function ID="24" Name="Static 20" Display="'Static 20'" Dmx="152~159" />
      <Function ID="25" Name="Static 21" Display="'Static 21'" Dmx="160~167" />
      <Function ID="26" Name="Static 22" Display="'Static 22'" Dmx="168~175" />
      <Function ID="27" Name="Static 23" Display="'Static 23'" Dmx="176~183" />
      <Function ID="28" Name="Static 24" Display="'Static 24'" Dmx="184~191" />
      <Function ID="29" Name="Static 25" Display="'Static 25'" Dmx="192~199" />
      <Function ID="30" Name="Static 26" Display="'Static 26'" Dmx="200~207" />
      <Function ID="31" Name="Static 27" Display="'Static 27'" Dmx="208~215" />
      <Function ID="32" Name="Static 28" Display="'Static 28'" Dmx="216~223" />
      <Function ID="33" Name="Static 29" Display="'Static 29'" Dmx="224~231" />
      <Function ID="34" Name="Static 30" Display="'Static 30'" Dmx="232~239" />
      <Function ID="35" Name="Static 31" Display="'Static 31'" Dmx="240~247" />
      <Function ID="36" Name="Static 32" Display="'Static 32'" Dmx="248~255" />
    </Attribute>
    <Attribute ID="Control" Name="Control" Description="" Group="S">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Safe" Display="'Safe'" Dmx="0~0" />
      <Function ID="2" Name="Reset All" Display="'Reset All'" Dmx="80~89" />
      <Function ID="3" Name="Reset P/T" Display="'Reset P/T'" Dmx="90~94" />
      <Function ID="4" Name="Reset Zoom" Display="'Reset Zoom'" Dmx="95~99" />
      <Function ID="5" Name="Program 1" Display="'Program 1'" Dmx="100~119" />
      <Function ID="6" Name="Program 2" Display="'Program 2'" Dmx="120~139" />
      <Function ID="7" Name="Program 3" Display="'Program 3'" Dmx="140~159" />
      <Function ID="8" Name="Program 4" Display="'Program 4'" Dmx="160~179" />
      <Function ID="9" Name="Program 5" Display="'Program 5'" Dmx="180~199" />
      <Function ID="10" Name="Program 6" Display="'Program 6'" Dmx="200~219" />
      <Function ID="11" Name="Program 7" Display="'Program 7'" Dmx="220~239" />
      <Function ID="12" Name="Sound" Display="'Sound'" Dmx="240~255" />
    </Attribute>
    <Attribute ID="Red_Master" Name="Red Master" Description="" Group="C">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Red C-Mix" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="255,0,0" />
    </Attribute>
    <Attribute ID="Green_Master" Name="Green Master" Description="" Group="C">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Green C-Mix" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="0,255,0" />
    </Attribute>
    <Attribute ID="Blue_Master" Name="Blue Master" Description="" Group="C">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Blue C-Mix" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="0,0,255" />
    </Attribute>
    <Attribute ID="White_Master" Name="White Master" Description="" Group="C">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="White C-Mix" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="255,255,255" />
    </Attribute>
    <Attribute ID="Master_Dimmer" Name="Master Dimmer" Description="" Group="I">
      <Locate Locate="1:100" PowerOn="1:100" />
      <Function ID="1" Name="Dimmer" Display="'%.1f%%',0.0~100.0" Dmx="0~255" />
    </Attribute>
  </Control>
  <Mode Name="50 DMX" Channels="50">
    <Import PearlRef="" DiamondRef="" WysiwygRef="" />
    <Physical>
      <Bulb Type="" Lumens="" ColourTemp="" />
      <Lens Name="" Degrees="" />
      <Weight Kg="" />
      <Size Height="" Width="" Depth="" />
      <Focus Type="Head" PanMax="540" TiltMax="270" PanMaxSpeed="0" TiltMaxSpeed="0" />
    </Physical>
    <AtlaBase ModeID="afddd357-9a87-4732-b8b2-a32965ed8b2d" />
    <Include />
    <Cells>
      <Master>
        <Attribute ID="Pan" ChannelOffset="1,2" Wheel="2" />
        <Attribute ID="Tilt" ChannelOffset="3,4" Wheel="3" />
        <Attribute ID="PT_Speed" ChannelOffset="5" Wheel="25" />
        <Attribute ID="Dimmer" Wheel="1" />
        <Attribute ID="Shutter" ChannelOffset="7" Wheel="5" />
        <Attribute ID="Red_Master" ChannelOffset="8" Wheel="41" />
        <Attribute ID="Green_Master" ChannelOffset="9" Wheel="42" />
        <Attribute ID="Blue_Master" ChannelOffset="10" Wheel="70" />
        <Attribute ID="White_Master" ChannelOffset="11" Wheel="71" />
        <Attribute ID="Zoom" ChannelOffset="12" Wheel="19" />
        <Attribute ID="Colour_Macro" ChannelOffset="13" Wheel="7" />
        <Attribute ID="CTO" ChannelOffset="14" Wheel="8" />
        <Attribute ID="Tungsten" ChannelOffset="15" Wheel="9" />
        <Attribute ID="FG_Colour" ChannelOffset="16" Wheel="37" />
        <Attribute ID="FG_Dimmer" ChannelOffset="17" Wheel="6" />
        <Attribute ID="BG_Colour" ChannelOffset="18" Wheel="38" />
        <Attribute ID="BG_Dimmer" ChannelOffset="19" Wheel="34" />
        <Attribute ID="Pattern" ChannelOffset="20" Wheel="13" />
        <Attribute ID="Pattern_Spd" ChannelOffset="21" Wheel="14" />
        <Attribute ID="Master_Dimmer" ChannelOffset="6" Wheel="4" />
        <Attribute ID="Red" Wheel="10" />
        <Attribute ID="Green" Wheel="11" />
        <Attribute ID="Blue" Wheel="12" />
        <Attribute ID="White" Wheel="40" />
        <Attribute ID="Control" ChannelOffset="50" Wheel="28" />
      </Master>
      <Cell ID="Cell1" Name="Cell 1" ChannelOffset="22" ModeLink="Cell" X="0" Y="0">
        <AttributeLink SourceId="Red" TargetId="Red" />
        <AttributeLink SourceId="Green" TargetId="Green" />
        <AttributeLink SourceId="Blue" TargetId="Blue" />
        <AttributeLink SourceId="White" TargetId="White" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell2" Name="Cell 2" ChannelOffset="26" ModeLink="Cell" X="0" Y="1">
        <AttributeLink SourceId="Red" TargetId="Red" />
        <AttributeLink SourceId="Green" TargetId="Green" />
        <AttributeLink SourceId="Blue" TargetId="Blue" />
        <AttributeLink SourceId="White" TargetId="White" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell3" Name="Cell 3" ChannelOffset="30" ModeLink="Cell" X="0" Y="2">
        <AttributeLink SourceId="Red" TargetId="Red" />
        <AttributeLink SourceId="Green" TargetId="Green" />
        <AttributeLink SourceId="Blue" TargetId="Blue" />
        <AttributeLink SourceId="White" TargetId="White" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell4" Name="Cell 4" ChannelOffset="34" ModeLink="Cell" X="0" Y="3">
        <AttributeLink SourceId="Red" TargetId="Red" />
        <AttributeLink SourceId="Green" TargetId="Green" />
        <AttributeLink SourceId="Blue" TargetId="Blue" />
        <AttributeLink SourceId="White" TargetId="White" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell5" Name="Cell 5" ChannelOffset="38" ModeLink="Cell" X="0" Y="4">
        <AttributeLink SourceId="Red" TargetId="Red" />
        <AttributeLink SourceId="Green" TargetId="Green" />
        <AttributeLink SourceId="Blue" TargetId="Blue" />
        <AttributeLink SourceId="White" TargetId="White" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell6" Name="Cell 6" ChannelOffset="42" ModeLink="Cell" X="0" Y="5">
        <AttributeLink SourceId="Red" TargetId="Red" />
        <AttributeLink SourceId="Green" TargetId="Green" />
        <AttributeLink SourceId="Blue" TargetId="Blue" />
        <AttributeLink SourceId="White" TargetId="White" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell7" Name="Cell 7" ChannelOffset="46" ModeLink="Cell" X="0" Y="6">
        <AttributeLink SourceId="Red" TargetId="Red" />
        <AttributeLink SourceId="Green" TargetId="Green" />
        <AttributeLink SourceId="Blue" TargetId="Blue" />
        <AttributeLink SourceId="White" TargetId="White" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
    </Cells>
  </Mode>
  <Mode Name="46 DMX" Channels="46">
    <Import PearlRef="" DiamondRef="" WysiwygRef="" />
    <Physical>
      <Bulb Type="" Lumens="" ColourTemp="" />
      <Lens Name="" Degrees="" />
      <Weight Kg="" />
      <Size Height="" Width="" Depth="" />
      <Focus Type="Head" PanMax="540" TiltMax="270" PanMaxSpeed="0" TiltMaxSpeed="0" />
    </Physical>
    <AtlaBase ModeID="fad303bb-2e96-4391-b17c-b3e494c60853" />
    <Include />
    <Cells>
      <Master>
        <Attribute ID="Pan" ChannelOffset="1,2" Wheel="2" />
        <Attribute ID="Tilt" ChannelOffset="3,4" Wheel="3" />
        <Attribute ID="PT_Speed" ChannelOffset="5" Wheel="25" />
        <Attribute ID="Master_Dimmer" ChannelOffset="6" Wheel="4" />
        <Attribute ID="Shutter" ChannelOffset="7" Wheel="5" />
        <Attribute ID="Zoom" ChannelOffset="8" Wheel="19" />
        <Attribute ID="Colour_Macro" ChannelOffset="9" Wheel="7" />
        <Attribute ID="CTO" ChannelOffset="10" Wheel="8" />
        <Attribute ID="Tungsten" ChannelOffset="11" Wheel="9" />
        <Attribute ID="FG_Colour" ChannelOffset="12" Wheel="37" />
        <Attribute ID="FG_Dimmer" ChannelOffset="13" Wheel="6" />
        <Attribute ID="BG_Colour" ChannelOffset="14" Wheel="38" />
        <Attribute ID="BG_Dimmer" ChannelOffset="15" Wheel="34" />
        <Attribute ID="Pattern" ChannelOffset="16" Wheel="13" />
        <Attribute ID="Pattern_Spd" ChannelOffset="17" Wheel="14" />
        <Attribute ID="Red" Wheel="10" />
        <Attribute ID="Green" Wheel="11" />
        <Attribute ID="Blue" Wheel="12" />
        <Attribute ID="White" Wheel="40" />
        <Attribute ID="Dimmer" Wheel="1" />
        <Attribute ID="Control" ChannelOffset="46" Wheel="28" />
      </Master>
      <Cell ID="Cell1" Name="Cell 1" ChannelOffset="18" ModeLink="Cell" X="0" Y="0">
        <AttributeLink SourceId="Red" TargetId="Red" />
        <AttributeLink SourceId="Green" TargetId="Green" />
        <AttributeLink SourceId="Blue" TargetId="Blue" />
        <AttributeLink SourceId="White" TargetId="White" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell2" Name="Cell 2" ChannelOffset="22" ModeLink="Cell" X="0" Y="1">
        <AttributeLink SourceId="Red" TargetId="Red" />
        <AttributeLink SourceId="Green" TargetId="Green" />
        <AttributeLink SourceId="Blue" TargetId="Blue" />
        <AttributeLink SourceId="White" TargetId="White" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell3" Name="Cell 3" ChannelOffset="26" ModeLink="Cell" X="0" Y="2">
        <AttributeLink SourceId="Red" TargetId="Red" />
        <AttributeLink SourceId="Green" TargetId="Green" />
        <AttributeLink SourceId="Blue" TargetId="Blue" />
        <AttributeLink SourceId="White" TargetId="White" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell4" Name="Cell 4" ChannelOffset="30" ModeLink="Cell" X="0" Y="3">
        <AttributeLink SourceId="Red" TargetId="Red" />
        <AttributeLink SourceId="Green" TargetId="Green" />
        <AttributeLink SourceId="Blue" TargetId="Blue" />
        <AttributeLink SourceId="White" TargetId="White" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell5" Name="Cell 5" ChannelOffset="34" ModeLink="Cell" X="0" Y="4">
        <AttributeLink SourceId="Red" TargetId="Red" />
        <AttributeLink SourceId="Green" TargetId="Green" />
        <AttributeLink SourceId="Blue" TargetId="Blue" />
        <AttributeLink SourceId="White" TargetId="White" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell6" Name="Cell 6" ChannelOffset="38" ModeLink="Cell" X="0" Y="5">
        <AttributeLink SourceId="Red" TargetId="Red" />
        <AttributeLink SourceId="Green" TargetId="Green" />
        <AttributeLink SourceId="Blue" TargetId="Blue" />
        <AttributeLink SourceId="White" TargetId="White" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell7" Name="Cell 7" ChannelOffset="42" ModeLink="Cell" X="0" Y="6">
        <AttributeLink SourceId="Red" TargetId="Red" />
        <AttributeLink SourceId="Green" TargetId="Green" />
        <AttributeLink SourceId="Blue" TargetId="Blue" />
        <AttributeLink SourceId="White" TargetId="White" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
    </Cells>
  </Mode>
  <Mode Name="22 DMX" Channels="22">
    <Import PearlRef="" DiamondRef="" WysiwygRef="" />
    <Physical>
      <Bulb Type="" Lumens="" ColourTemp="" />
      <Lens Name="" Degrees="" />
      <Weight Kg="" />
      <Size Height="" Width="" Depth="" />
      <Focus Type="Head" PanMax="540" TiltMax="270" PanMaxSpeed="0" TiltMaxSpeed="0" />
    </Physical>
    <AtlaBase ModeID="f8a979ac-066c-40c8-972b-a864ab2764a1" />
    <Include>
      <Attribute ID="Pan" ChannelOffset="1,2" Wheel="2" />
      <Attribute ID="Tilt" ChannelOffset="3,4" Wheel="3" />
      <Attribute ID="PT_Speed" ChannelOffset="5" Wheel="25" />
      <Attribute ID="Dimmer" ChannelOffset="6" Wheel="1" />
      <Attribute ID="Shutter" ChannelOffset="7" Wheel="5" />
      <Attribute ID="Red" ChannelOffset="8" Wheel="10" />
      <Attribute ID="Green" ChannelOffset="9" Wheel="11" />
      <Attribute ID="Blue" ChannelOffset="10" Wheel="12" />
      <Attribute ID="White" ChannelOffset="11" Wheel="40" />
      <Attribute ID="Zoom" ChannelOffset="12" Wheel="19" />
      <Attribute ID="Colour_Macro" ChannelOffset="13" Wheel="7" />
      <Attribute ID="FG_Colour" ChannelOffset="16" Wheel="37" />
      <Attribute ID="FG_Dimmer" ChannelOffset="17" Wheel="6" />
      <Attribute ID="BG_Colour" ChannelOffset="18" Wheel="38" />
      <Attribute ID="BG_Dimmer" ChannelOffset="19" Wheel="34" />
      <Attribute ID="Pattern" ChannelOffset="20" Wheel="13" />
      <Attribute ID="Pattern_Spd" ChannelOffset="21" Wheel="14" />
      <Attribute ID="Control" ChannelOffset="22" Wheel="28" />
      <Attribute ID="CTO" ChannelOffset="14" Wheel="8" />
      <Attribute ID="Tungsten" ChannelOffset="15" Wheel="9" />
    </Include>
  </Mode>
  <Mode Name="16 DMX" Channels="16">
    <Import PearlRef="" DiamondRef="" WysiwygRef="" />
    <Physical>
      <Bulb Type="" Lumens="" ColourTemp="" />
      <Lens Name="" Degrees="" />
      <Weight Kg="" />
      <Size Height="" Width="" Depth="" />
      <Focus Type="Head" PanMax="540" TiltMax="270" PanMaxSpeed="0" TiltMaxSpeed="0" />
    </Physical>
    <AtlaBase ModeID="a569eace-ef3e-4b52-aebd-3ee6807140a2" />
    <Include>
      <Attribute ID="Pan" ChannelOffset="1,2" Wheel="2" />
      <Attribute ID="Tilt" ChannelOffset="3,4" Wheel="3" />
      <Attribute ID="PT_Speed" ChannelOffset="5" Wheel="25" />
      <Attribute ID="Dimmer" ChannelOffset="6" Wheel="1" />
      <Attribute ID="Shutter" ChannelOffset="7" Wheel="5" />
      <Attribute ID="Red" ChannelOffset="8" Wheel="10" />
      <Attribute ID="Green" ChannelOffset="9" Wheel="11" />
      <Attribute ID="Blue" ChannelOffset="10" Wheel="12" />
      <Attribute ID="White" ChannelOffset="11" Wheel="40" />
      <Attribute ID="Zoom" ChannelOffset="12" Wheel="19" />
      <Attribute ID="Colour_Macro" ChannelOffset="13" Wheel="7" />
      <Attribute ID="Control" ChannelOffset="16" Wheel="28" />
      <Attribute ID="CTO" ChannelOffset="14" Wheel="8" />
      <Attribute ID="Tungsten" ChannelOffset="15" Wheel="9" />
    </Include>
  </Mode>
  <Mode Name="Cell" Channels="4" Hidden="True">
    <Import PearlRef="" DiamondRef="" WysiwygRef="" />
    <Physical>
      <Bulb Type="" Lumens="" ColourTemp="" />
      <Lens Name="" Degrees="" />
      <Weight Kg="" />
      <Size Height="" Width="" Depth="" />
      <Focus Type="Head" PanMax="540" TiltMax="270" PanMaxSpeed="0" TiltMaxSpeed="0" />
    </Physical>
    <Include>
      <Attribute ID="Red" ChannelOffset="1" Wheel="10" VirtualControl="Dimmer" />
      <Attribute ID="Green" ChannelOffset="2" Wheel="11" VirtualControl="Dimmer" />
      <Attribute ID="Blue" ChannelOffset="3" Wheel="12" VirtualControl="Dimmer" />
      <Attribute ID="White" ChannelOffset="4" Wheel="40" VirtualControl="Dimmer" />
      <Attribute ID="Dimmer" Wheel="1" />
    </Include>
  </Mode>
  <Macro>
    <Macro Name="Reset All">
      <Set Channel="Control:2" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Reset P/T">
      <Set Channel="Control:3" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Reset Zoom">
      <Set Channel="Control:4" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
  </Macro>
  <Palettes>
    <Group Name="Position">
      <Palette ID="1" Name="Middle" Number="21" Page="1" SetControl="Pan:1:50,Tilt:1:50" />
      <Palette ID="2" Name="Left" Number="22" Page="1" SetControl="Pan:1:31,Tilt:1:50" />
      <Palette ID="3" Name="Right" Number="23" Page="1" SetControl="Pan:1:69,Tilt:1:50" />
      <Palette ID="4" Name="Top" Number="24" Page="1" SetControl="Pan:1:50,Tilt:1:31" />
      <Palette ID="5" Name="Bottom" Number="25" Page="1" SetControl="Pan:1:50,Tilt:1:69" />
      <Palette ID="6" Name="TLeft" Number="26" Page="1" SetControl="Pan:1:31,Tilt:1:31" />
      <Palette ID="7" Name="TRight" Number="27" Page="1" SetControl="Pan:1:69,Tilt:1:69" />
      <Palette ID="8" Name="BLeft" Number="28" Page="1" SetControl="Pan:1:31,Tilt:1:69" />
      <Palette ID="9" Name="BRight" Number="29" Page="1" SetControl="Pan:1:69,Tilt:1:31" />
    </Group>
    <Group Name="Shutter">
      <Palette ID="1" Name="Open" Number="31" Page="1" SetControl="Shutter:2" />
      <Palette ID="2" Name="Slow Strobe" Legend="Slow Strb" Number="32" Page="1" SetControl="Shutter:3:50" />
      <Palette ID="3" Name="Fast Strobe" Legend="Fast Strb" Number="33" Page="1" SetControl="Shutter:3:100" />
      <Palette ID="4" Name="Slow Pulse" Number="36" Page="1" SetControl="Shutter:5:50" />
      <Palette ID="5" Name="Fast Pulse" Number="37" Page="1" SetControl="Shutter:5:100" />
      <Palette ID="6" Name="Closed" Legend="Close" Number="38" Page="1" SetControl="Shutter:1" />
    </Group>
    <Group Name="Beam">
      <Palette ID="1" Name="Zoom Small" Number="41" Page="1" SetControl="Zoom:1:0" />
      <Palette ID="2" Name="Zoom Medium" Legend="Zoom Med" Number="42" Page="1" SetControl="Zoom:1:50" />
      <Palette ID="3" Name="Zoom Large" Number="43" Page="1" SetControl="Zoom:1:100" />
    </Group>
    <Group Name="Colour">
      <Palette ID="1" Name="Open" Number="1" Page="1" SetControl="Red:1:100,Green:1:100,Blue:1:100" />
      <Palette ID="2" Name="Red" Number="2" Page="1" SetControl="Red:1:100,Green:1:0,Blue:1:0" />
      <Palette ID="3" Name="Amber" Number="3" Page="1" SetControl="Red:1:100,Green:1:50,Blue:1:0" />
      <Palette ID="4" Name="Yellow" Legend="Yell" Number="4" Page="1" SetControl="Red:1:100,Green:1:100,Blue:1:0" />
      <Palette ID="5" Name="Lime" Number="0" Page="1" SetControl="Red:1:50,Green:1:100,Blue:1:0" />
      <Palette ID="6" Name="Green" Number="5" Page="1" SetControl="Red:1:0,Green:1:100,Blue:1:0" />
      <Palette ID="7" Name="Aqua" Number="0" Page="1" SetControl="Red:1:0,Green:1:100,Blue:1:50" />
      <Palette ID="8" Name="Cyan" Number="6" Page="1" SetControl="Red:1:0,Green:1:100,Blue:1:100" />
      <Palette ID="9" Name="Light Blue" Number="0" Page="1" SetControl="Red:1:0,Green:1:50,Blue:1:100" />
      <Palette ID="10" Name="Blue" Number="7" Page="1" SetControl="Red:1:0,Green:1:0,Blue:1:100" />
      <Palette ID="11" Name="Purple" Legend="Purpl" Number="9" Page="1" SetControl="Red:1:50,Green:1:0,Blue:1:100" />
      <Palette ID="12" Name="Magenta" Legend="Mag" Number="10" Page="1" SetControl="Red:1:100,Green:1:0,Blue:1:100" />
      <Palette ID="13" Name="Rose" Number="0" Page="1" SetControl="Red:1:100,Green:1:0,Blue:1:50" />
      <Palette ID="14" Name="Lavender" Legend="Lav" Number="8" Page="1" SetControl="Red:1:71,Green:1:43,Blue:1:94" />
      <Palette ID="15" Name="Ultra Violet" Legend="UV" Number="0" Page="1" SetControl="Red:1:20,Green:1:0,Blue:1:100" />
    </Group>
  </Palettes>
  <swatchLibrary>
    <Swatch id="aa6fa2f1-f842-4d9d-ba8d-628e4c70837c">iVBORw0KGgoAAAANSUhEUgAAAWgAAACYCAYAAADJAHN4AAAACXBIWXMAABdgAAAXYAE8fGXsAAAgAElEQVR4nOy9B5hkZ3Utuk+oXNU5d09Pz0zPaDSSZpSTFRCyjBAWYBNsjJ8T134Grk0Ql88I6+nqQ0gGLIL8DNjyNchcX2QLIWGQwEkIUNZIEzQ5d5rO3ZXzOeft8P+naiR/7138pAnqs+Wmu6urTp2qGq9/nfWvvbbteR4EFdRKqbvuuuuq4eHhjw0NDV3W29vblUwlw7FYzPBcD3K5nJcv5KuLC4tLc3Ozu2ZmZh8bHx//q3vuuad0qs87qJVZ9qk+gaCCej3rjjvuMFtaWn5r1apVH1g1PHzx1W+6NrrtpW3w7NatMD87B9l8DiqlGhimAeGQZUSj8Uh7e2v/yMhw/9lnb7zhmjdd+6Uf/ehHY4cPH/6rn/70p5//h3/4B+dUv6agVk4FAB3UG64+9alPtQ4ODn68t7fnvdf/4vUb5ubnzWeefwG++ld/A0tLS2DgRaMdCkEsGgXTtCAcDkEIfwcE6Uq1CtPTczAxPgU/+fGTAJYB/f19qy+/7NK7fuu3f+sz3/rWt/7lyJEj//X2228/cqpfZ1Bv/AoAOqg3RCFT3jQwMPCJ3t7eG2+44fr+yckp2LFzJ9z/9w/A2NExZMkVSMTj0NbRBnH8bodsBGcTDPyP/88wgOU+/E4AbuB9qBzPhWKhBP/6L49DuVyy+vp73/r2t7/t8EMPPbht//6DH7r11lufPcUvPag3cAUAHdQZW5///OdvRlD+cFtb65VXXnF56tjYMdixYwdkczk4fPQYHDhwCEoIrslkAoZWDUIylQLTshCPPfAMhmYGZERmBc7Q+A4gf8ffXbyPGbIgbqfw2AX427/9FvT19VzwK+98+zMPP/zQSy++uO2mO++8c/aUvhlBvSErAOigzpj6yEc+Elm7du0HR0ZGfnN4eNXmSy+9OLR79x44fOQwlJEhl0slyBdLsGvPXpibnQfXdWCgvx+6e3uYLesyDBN4bxypMm0OGvg313WB+LRpCqMGV8Ba3U2Vx4AdjkRgOZ2Fr339b2B0dOTC3/j1X5+89957/+sf//Ef/9XJf1eCeiNXANBBnfZFzostW7Z87aMf/cg5i4uLxqFDh+CxRx+DcqUMJQTmYrEItWoNlrM5OHToMGTSGYhEwrB6ZC0kEknWlk3Fjok3Owi0RJzDoTBU6zXIZrJQrVTAcfAvCNQsc+DfLWTbtm1Ba3s7xKNRKJcreAyD7+N6LoSjEZicnIYv/PmX7Le+9S1f/8Y3vnH97/7u7773VL9fQb1xKgDooE7b+sIXvvDO888//4u/+u53rdmx7SX4zoMPQiaTgzqCKm3mVSs1KJbLUEXgzOTzyKSPQrFQgFQ8ASOjayESDvtShcHChvwctm3IFYowOXUccpkMtCRTyIgzkM/lEKTr+OUiELug1A4G+Na2FhgYHIReZOOWaSswF4aNtBseffRHsH792vc88MADO5544omLv/71r9dO3TsX1BulAoAO6rSre+6559cvuOCCL15zzTX92156EZ579lkolsosYVQRmGs1Amj8qiBI16qQyxdgfHwCysUSxGJRGFm3BkLhkNKXXQZRh5wbyIZn5+ZgZmoa8gjoNTwWSRsLc/PItkeQdYd4AWAdWuvSCMLElgu5IuzfvRcO7T0AnT2dMLJ2DcRjcajVHbyPixhuIns/CtPTM5t/+W1vHf/Upz618e67786c6vcyqDO7AoAO6rQpBLTrLr300m++4x3vGP7JEz8msIMigi5JC8VSEeq1OgJyHQGavir8vYpgPXX8ODks2C63bt06BOewaMqmcGdiunWnBjt37oNCNs/suJkB0+9jyL5XrVkNrS0pyOXywoxZChHmHcGv3t5eKFYqUEDWvfWZ56FvsA/Wb9iAz2Xw81nIpAu4kHznoYf73v72Xz766U9/+qzPfvaz86fwLQ3qDK8AoIM65XXHHXeMbtmy5YF3v+tXL9q+Ywe88PzzDJLMmstlZMoVZsr1msNftXqNZQ6SImaQERcLRd7UW7NmDcQScd4ctA2LgZUwen5xCQ4fOgROtc7PR8DtGrQxqFQIvA9iLIwfG4OBwQHo7OyA5fQy683EwuPRCHR1d8PExCTkltN8/wjetryUhp898TM4a9NZ0N/Xz4sHkEZtAnz/+4+1v+2mGw8gkx4JmHRQ/9kKADqoU1bkyrjkkkv+1/vf/xu/snfPbuPB7zwEaQRAclyQVY7kjEpFwLhed5gx03cHAZgYcLFYgHwhzz8P9A9AoiXJ0gQxWXZmIIAvp9NwcP8BcOoEzmKtI+ZsWwZEwjEoFEriqVOc+fjEFPT090BbWzuk8bHtbS0QicXhAB6jWq6KpQP/j1i9ieAdi8dhz659sLSwCJvOPQ+ZusNqt4PngSDddtNNv7T3D//wD1cHmnRQ/5kKADqoU1KkM3/g937vb7O5TOzv/uf/hPHxSejpaGcL3OLSsrDmao037QiU+QuB2UPQdchFgT8vZzIIvA5v8vUP9CkrnTgwXAThucUF1oxJpoiEQtDX1Q493e0QjUQgncnC2PFZSCS6YH5hCcEcgZWdeAYszC3AqtVDMLJ6GM9lCSYOHMTndWgvUOx5ICBN6jaxdztsw+LiMjz7zNNw0cUXgWmFxL6HB/z3H/+k/81vumYnPujsU/l+B3VmVgDQQZ30uv/++7/9nve859cf+u534WdPPQMmAu7ZGzewnjw3t8jWtzoy3joz5jozZIc261xXeZM9yBeLzLDJ8tbb19PUFSh6cLFShsMHDvFm4fBgH9z41l+C1rZOiCcT3EUYQgY9NzMLzzz9PIxNTMJ+ZMh0bAv/RvY68lETi56dmWPwZoueSV2GBn+XfUQ6ExfqyPJNy+RF4amfPQXXXHs1Oz3o75WqA089/dxGZNzf+dCHPvTuU/3eB3VmVQDQQZ20uu2221ZdddVVT5gha+1Hb/lvkEHWed6ms6EDme3ichqW8atWrUONrG5KyqjXXXZiuAoMNTCWEKDdmgOpVBKSLSkAEOAm2cFAsDy4/yCy5jBb4C68cAuMrNvAwBqPRSARiyEQW9DS0gqJVAu8+NIOKBQLMDk+xbIIsV96ony+wNKIbDZKMwsRaNcROYRcIdSZSG4Q0sMNPM+QbcMTjz8BV171CxCOxvg2cpkcOnzkXV/84hf/6OMf//hfnMrPIKgzqwKADuqk1F/+5V/+9/e89z23PfL975mPPPRPsGnjRth42UXIgutwbGKKQa7KjFk2/xgMSSYgPVfJFoZngWd5UC3LfQiwu9mXTNqEgCp9LS9nIBZPgJlwIZ8rwtDgALR3dPJGYywahkg0ykCbSoWYmZ97ztkwfXwaZqZneQPStmxeEEheITZNfuqOtiRsPucs6MPnI2An9r53/yF4aeceSFdrfH/DMaDm0WNseP7Z5+AqZNKGafFpjU8eh8GB/i/fcccdjwZBS0H971YA0EG97nXfffd9dePZZ33wni99Gba/sA0uufQiaGtvgyUE0orq4KNOQJEzdJOIsGZQ7dfsSTbZl4EMu8bsOoZMuKWlpZGrgf9bqlRhfn4OorEkVMpF3rRr7+wAE0HWpM1Fz4RCucqSCMkcJGnEEwnYuHED7NyxDTIZWg5EbCZpo62jnXXm6958NWy+8DJcOOrc6h0JmXDORRfBZVcfh+8+9Ajs3bef/dJkB/E8AfannnwKrrr6KlxcLKAF5Nnnt5pX/8LlP8ZfVp/CjyOoM6gCgA7qdS0E5/+7t7fng//8o3+G3FIGrrvuWt7so9ChCrdOk05b59sIkFlEIKsagSSHYEg7n42A6nDjiCvyB7Ltzp5uZM+WADnpwwjUs7OzUEewjyUN3lgUK7TBsaKWFeIFgAg3AzoyXQv/RmBPNrpEMgVlZOe0W0jaNi0c5OCgnI8eZM7dvb3cLBOyTUjEYyyZRKMxeMuNb0HWvsy+bVDn7+K51/Fxu1/eBVvOPx+PZbCzZO/+A8Nf/vIXP//Rj378k6f0gwnqjKgAoIN6XYr05osvufhfy7XKWc8+8wwD6eo1wwjKVSggyJWR6caQiRJgEnPW3XvUuedvyBFQ4n+WYtEE27WKw7owMex2ZLe6oYRAsVApQS6TZc06wpt9Ngcg0UJAzSvk/jAQdMnX3IGP7e3uhEKhwFa7bDrLjSjUSUgAze4R/ArbMd4ATCRjkGppE281ob5p86KQbGkFvDpApnw1fOfBh5hFs5WP9Gh8fSSbtLYdg5E1a3hhWVrOwtJS5uOf/vSnP/fZz3528ZR+SEGd9hUAdFCveX3ta1+7820333zrfff9D8Mtl6F3oA+KCMoZZM3zC4vgIfB1dnayDFAo0jQpTzkiBJQNYs6WFi0s0Z8NFh6galShhgAdi0VYS9bBoPTozHJaSR0mLgjIbuNxZto0NcUKhcDEx5Xx90yxCBbJFFGy22Vg/5Ex2Ld7F4f4M7jHYlCpAAKqC3ar6NXk0DBsAX1i5iW3BjYy6RCn35kwOjoKyUScW8hDkRCEw1Ek6CYPBTiwbz8uCB2QRIZOr/PgoSPW5Zdd/F087LWn5hMK6kypAKCDes2Kxktt3Ljx8e7evms/9rGPQ1uyBTZvOQ8Wl9JwdHISsvi9r7cb2nt62O1AQUfkZ+aGawXAruXxZqDBxgmTAZslCdaZDXALLrgIkG2t7WJ3c2UbkUA6k5GGPbndA9tAtowM9/Ennobdh6c4r2N+bg5aEDTf/o53wKZNGyCdzcFPnngC9mzfASPr1vJxQiGxyBEbTiHopq0Q5PJFvD0MJoJ4FM+9rbUF2vGrhAtPenkZ4okYb1jSJmMoEmV7H72EVDIJi7go7d61G6657k2cmkfPMTs7fw0NGbj99tv3nLIPLKjTvgKADuo1qVtuuSX2puuuO/z0s8/2/+ixf2aAO2/TJjg6MQnHjh6DWCQMIyPDrN3SBh3JDRR2pBtLWBag7y7Z5DyRJ0xLpA0CXLyHjX93WKt2oQXB0VBNI+RNzhcKLG/YIQuBNMLZG6xFtyQRlOdhcnycM5wJuIuxKDz73DNQrpaYWU+OjfMmZR7BmhYMes4w5XmwHGJBqrWVgZXiRcOlCJN76iCMxeK8Ydja1sY2wSSCsY0gTnIKLUDcEo6v27JMWKJ284MHOAKVnuPwsWNw0fmb78cXcMkp/eCCOq0rAOigXpNqb2/f+MRPftL/+L/9mCWAs89aD9NzC5DNZaCvp5sZJwGXwfquwzkbVNK9ZypwdvgG8jITqJFuTZ5mxa2lGaQuWnVUjaSSvAyPPdSE9KTzWkaVv1PwUbaYBQfvU3ckkJ82I0l3fuqnT8LTP32Kj+nhbREE2kw2w75mSqYjxwg1m4RtCzq7OvAqIAvFah2WcjnIppdhAb+629tgFl/j/ff/HRyfQHY+M4fAbkMUGbrFOjVRf4uZN4U57duzD/r6+vF9iLC8Mz4xeTGy6A3Iog+csg8uqNO6AoAO6rWqlqPIlMm/nESWnGxrhXEEpHgs5jNL2hCsViu8+UaaLjeVUOcfALsmDN4MNBm8hEGbDKAsbhiWtFpTEJId4kznar3uP3k2m4UIgiNp22Y4BJViGeo0/QTvt1hcZqscxZSK0g0gzmlXwvcdl9kuadgpBHVuOqGQf6U393W3wsFjM/CR3/89WFpYQsbcCudfeAGcc+4myOWKsO/lPVAtFbg1PRpvYVatrwoMZtERDn0in/cYvkdnnX02X2HMLy7DmpFhalx5y6n5yII63SsA6KBekwqHw4NlBMXuTspKHoGZ2TmwEWhbaA4gMmEKFyIWKxuCTbKGJ1nKMsXEZHkhZEu7NbFnAnH6u2UZ0jyCXzSB2+VnNXhDkRr/OjvawUK2OzV1HDJLaT4+uUPaOjpg1fAQAmMJKK3Ic6Ub0WVpBNiJQcct5ApEdvl4i/PzDM602TfY3wNVBFcLz4kGz5LUsYB//5fHfgj/8uhjEI7FcTEoISiHWBKh10znQSdFiwudCOnRJo/VcoAWsbWj6/h4Ibzf/MLS9RQa9ZWvfKVyCj++oE7TCgA6qP/PuvPOO7cgM31PIpHYEI/H+2OxWDf+3I7fE8iOI62trfb73v8byC4XYG5+AYEnBDaC8uDAALdDk6TBnXY0A9DzR/4pO53JLJr8yMxaiUGHTAY6Dj9SkkcoZHETCjBA2+zbED+zCQVkxwv43JQo53CokQl1lduRXlqEGoLq6jUjsLS4iOC6IA0l2v2hg/nB4w5C8jxLXnQNulMC+nk8fgXZb5nCm+qOnwdCjo96Lus/nl4VLQoUlWq4LgN8kjoaEYwpq7pcdpnFU/TpOZx8V4fJyePW2RvX34YP/tNT9gEHddpWANBB/YdFm36bNm36i3POOefX33LT2xJHjx5BZrkEswSCdRfCNOU6FmWw5ThQBMbevl7o6urkS/2+vh6eFZjJ5hGwcpyxUUagJODlDTQAZsbsdxabBtgExrZoz8QwRZ4mBi2ShwEVZsBhZNDEti1T7HW5bBYWEaANkjQQCKuVqj9bkHCzUMjD/r37YHTDepZcyM0huRourxRqsLc0wNTLfPw1a9dwZvThI8c4LY+Ycz6fUy3owt/1NFkCaJJuEok42+tIbqGFicC4r7uHJ7aQJZB+pwXk2LFjHPRPLJ2ePJ/P/y4EAB3Uf1ABQAf1qrr33ns/9r73ve9z+w8eDD3yvR9AOp2RjAxKmKPGEgoxQrAh5wOBrsfs0+JMDLKZCe55MqiVDqgCjsgjnEqloK6aSIgJ40/ItsVLTLfZtDloW+J7VhNR6JutgJuYeIQBWhzPhKyVcqkhXdTqkmxnyuMdx5O2cWSr5EcmKxw1lhw+dJg3Kg2m9J6SV0zo6++Dzu5uGB8b53mFdNxpfBq6fe3Iajh6+AjUPDVcVhFnBno6Tzz3XKEApVKRA5nWrBvhZL6BVYMwPzvPi1gR2XWtUkc2Pw9dPX3sKpmbXxy49dZbR++6665Dp+ozD+r0rACgg/Lr137t16x3vetdP77woouufuSRf4IlSpdDwHM9h21x3FFNGRZKF7aR5dZqVTh44BBcfvmlDKzEEmkDkO5PfyM2W+Xp22X+ndgusUaysVGWRjweZwZt2wYzYlNLG2rIqyldKsy6SaqmxYAlDgZ/0a2J+YKfxgG+p5oO0Mpe5QJ3Lpr4AuZmZqCIjHrd+lEE26NQwEWDNHKa2r0aWXMFz3/3y7sROOuygekJ+M5Mz0AZX8OGjevh0IHDvOlHwM+zC0GeLJvJ8WP68Eqib2AADuD7UsTj0/ms27COLXcTNEsRH0vWw96+QWbUJfy9vb39/8KD/NYp+NiDOo0rAOiguD75yU8mPvCBD+xbTqeHHn74ewxGAs46AAjURh6olDmA1cOrIF/s5HwKsc5JV6AGaNeRPGfX02TTYCtbuVxlKaKlRTrrkkaC2bGfsezJZh0oCx0tBgTc5OQgQA4j0FFxRBLdFx9LDJ4jSfF5I5ZM7iZHXgEZ6+DwEIJnBlnrMh8vlxXJY/XatRCLhBjgQ9EIjB0bZycHhzMhxFMeNZVcCXg87YViTtesW8s50enlJfW+yEJCCw4B/zIe/+WdL4NH7N2VmNRD+w4iM++C9Wet5+een1vCYxXwtUTBwHPP5wtvPUUffVCncQUAHRTXVVdd9dL4+PjQwYOHZHK2Q3kXjviMkY5aCNLkoGDwxe/dXe3Q0tYCadJbQyGoUCayys3QOi3d11NgLYH6krFczBeZbVPUpx2OsMvBZueGic9DT+bx5h+7IHSXIdvvZEORnR2mzQuAxyqIB4M9bXDuORth49kboKd/kDVfp16Do0fHYevWbdDT0w27yrt4Q9HkUH8PJscm4NzNm1he2fHSdlxMqHHGZGZMzS/E1GWRIgAWpkzpewf272cgplbxmelpZuA9PZ0wtHo1HD50BNJLS3wcyvMw9KKGx1ucm4d8LgcDQ0MwMTbGwU5Dw6vBwCdIZzJdt9122+rPfOYzY6f0H0JQp1UFAB0UfOELX3jn4ODQhiNHjvFUambErrBG1oENIbNU7LjAXwaHBrl7jyNCVbu2gYzR5fup4CPijhzbqRLo8Dtd3vPQVwQv+pkiQSvlGETIikYB+B5+IUhT7jOAsGc9XVs2Bk1lmHB9F8j64X645vrfZgkkmUhBJGKz64OseqFYAlo6uuH49CyeZx127thF5gt+XdRtSNqwK34/lQMinmtDzh6Pl+DXSFq7qd4Heh0H9h2AgYE+uPyKy9let4gMfduL2xiU2bltenwcXqQ4QMnl5ykXS3B8YpLPbRK/jyCLp6sPGrvV3dH+X/Bpbzsl/wiCOi0rAOigSAf+4MGDB9keRloxp76xjqs34uSLsZokhqik0NGmoeu6+l5KAJbGD76wZ6eEww/mOFHXkWYR11OygIQQEahVaw6yagRx02EQZh1aTdU2pN2QNWoCNtpsc5T2S7etWjPCfmeTp21HIRGLQjQa5ueRtm+2JcPS0giC4hTMzszz84dDYR6zxWOwcHEIeSakWpLsTolHQryILC7n8UniYObz7Eqhkd2hsMWMP5vN8eDaGp7P2OHDzMw9BnlQvmdqWafnVjq5J1cCdMVBQUpZTt5TmdfUKJPLXXZyP/mgTvcKADoouow/Z25+kZtJXLUZKG1w9Fdp6DAEdfjnJAIadwTWnIbljBwUNAnFk6wM1qBZEjFU0BGoYa/Cqi3leQaJeOahrA7P/nN91wf4/mKRSWhMFWvRlHFnmnqACmc5t7a1s7OEWq1j8SSzcaLKKQTDWk1ay0dH13Eov2X6Lw4fU8UFqhvOO/ds+OW33wxhfCxpyaSuUNjp7Mw07Ni2Aw7i1cW+Pfv5HG01FJYmjs/NzvKQ2GQqxVcE3W0xbm6hQQIk3dB0l70Hj+HVRom7EvXz0kJD70U2m4FUqoVvz2TzG07uJx/U6V4BQAdF+nE3eZfFFHwCNvvs2FD/IfwiAEbZ60xShbgc5AHUiWfhf1DH/+MNMmHJNWLb6svHXJDGFNlUFFDnDUICcMrdoPFWvj/CY73ZMmzeDKxUyup2YJuchSzZpPmDNJkbwbKKQEi6LskmBLaxeJXbr8kJ0tnVCdMkd9TFBljD+0bCEQTvNdA/MsqOk4gdgkjIAMJ4kXgsqOFCk05nYWJsnHM1eBRWJMqg29XZza/XxNfwyVv/BKqO+LPJT03h/vNzs/DoD34IL217GZm/nhjj8WJDm5fJZIvkXtvW8Jf+/M9/52Of+MQ3T9qHH9RpXQFAr/CiiFA7FAl7XiNX2YCGg0J53VhqkHvQFJEIOyG4Q9DRo6nUfUEaP4iluo7nM2Fh2qLHgnoODfrMkDVAK5AGy1Xs22MmS40uJA3QRO5MPichR45sYha4+w8ESOsOM3JyiSSSSehsb+PEurmFBXaZ9Pf3w/49+3wftXQeGgzSPT09kEdGSy3YSVyEONUuGufz2LJlM4yNj8P01HHW3E0lu9BVRKKlDTJpPKdoDDp7enEBqXNmNbH5SNji0KZ3/Mo7oYSMe/euPXyVQu8bgfzyUhoGVw3zay7ki0b/0OA37rnnnvgtt9zy1ZP9byGo068CgF7hhSBxQaEozgbHB2UVmm8YqjXbkI0u8i8jQBIAEgB5ivnSnQiwPBMUEBs+C5dcZfWl5BBPfHSge01ERvH84zmew24O0p45LxrPq2rUGJyJQZP9jRwWjiMaeDqd9tvEZaGR87DU+aaScZ47KCWLDd3usePE4ddFrDzV0iLTV8iTjaycdOnueJxf7+LiEvQigI+ljrELhZcklnLqDMLhZBtUMnM8lDaWbGWvNQF9FJk7eHUYWrUKrrzyCjhy6DBffdB50yJDXYeyTMki9YNHfwg93V3vxMMHAB1UANArvRKJxIVzC8tijCAQdlXKm6cv79WXiq9IIGDRBG4tV4gnWtg17cQZDOrS4OEpd4TnixWqDPCZMwsaJGuQ3VqBuFvHL5Me70LIENClidm0bUl5Gbw5qDRcer5cNiehS7wj5wrTRvZKQjJtStKIraVsGvYfOgjzSjMm8KSZhBVuOAGekUgLAAU0UY4HJeG1xBOQTMQgWyxDFc+J5BJepBB0dTIenQO4NTwULXCyGRmJxMBCoKdFgR5PgByrOLBudB0MDA7A5NQ0v28mLwyUL+KwVc/l1xAi62LqpP9DCOq0rACgV3jZ4fBa2vDzlDXOkXGtKvrHYxbqWzgQVGKxKFRrknXBuO01hVno1m6SJShnQrk5JEq0IYGAuo9QaAXUBOiucn54IgHYCNAeuSGULELMmgDU5YGujahRki720siqcBTyuSxkkFHn8Du5Lujo5GXes3svTI2NQf9APzNjij+lBSSkxlyls0X+TkFPxKbdujTpRMNhbi0nLZksfeTGIBcLLw5KfydGHw9HIAcWWw8jqU52hqRaW6A11QK5fB6WlpZ5UWlpbQN7boE3NPWwAgJnaYkXRm/is52Ejz6oM6CCfwgrvBCgVkuuhKCngLNo0FpnpTIUD6YGk3KlrGQKsclx553a+BO5Q/LqTOm7Fumh6Uh+hoVm2sor7GqXBze3OKQM8GU/MWfqXyHWSvY2Ysrcaq0cJqQjP/i/HuD8DMfRm5aG7whpUlK4rZrtcOA1NaNUIZZIQh0XKmLenhtiFk5HKpRLML+4ADt37YJdu3fzYegcCKRrFTkHAm0aRBuOxji0qXdoLWdVu/xeeMzW47Ewn0AsHuMuR75OqYs/nBZI6igMqUjVxgkHtdIrAOgVXoh7fZ5ONAIdwmmoSSaGDmxTIoW0YRNjFECVP7rq8eSacz01J1B1/+lGF1PZQ5oyjkBP8XY9DcwON33UFYCayKAtT2VzeKaMnQqJPEG6c2dHF3cwEsC3trcBIEMWZq2aa1zVYG6IlY/AmNh1R3urADnlioRC7Kum6dwPffefIF8swPzsDN4vwzMOKTCJ2rsz1B1IA2URhGnhoukwrF/ja6BGltbWVhgc7MPzWoZQJCzJdQi+lWpNJBoE3+nZWTh+/GHqzbEAACAASURBVDhLKXRlUHZKfJ7kBIlETbUf66kJMkEFFQD0ii/Ejg7NZvXkbHV7o3tQeTvIpiYeZwlPku47w2ffnlKW5TEKkAmkeYSUCj6SP4p+q1rHtbRBoEmgVyf3BlmGTZlRKPKJi6xZrGsURUqDWAf6+xEAJeeepIS6cnBw7rTrNc7LkI1JSt/j2QCWDflMmied0MZkONQJpluDp59+Ho4e3AtlbkgBacLhxzqgFzG6guANSGLR+HiaGs4AG0bGbcVgcmqGR2rNzByHsaNHOGRpamoKDu7dx57perUOnb09vDDRzERq4KErAFCMXlraAwodlFQA0Cu8anWnlcUL5bRoAKyo0IRo2oBHHXa1SpXzoLXEwUNdlWphcOcgKDLuMjJqPwcDuSEpdYL+KhgJXAXO0mlIYEfDYWvkb7YUQ1eOD7pPLGpyJOlSLs/3ZfcIsW1ktO1tHbCwMK/seiKNeOpceCI4Ai3Fm1IoPx2QnCg0jbu1tY11bM+pSHckfYFumGk4T3gDFM+1XCuDV1YvVEkpFMeaTMbgpR374Ykf/wEuIGm+GtAbn6yF43F5Wgy1kocMqIZJXqkA6JZ6X8RXA2OCWvEVAPQKL7w8T2o3BTsujAYLFilaeDEx3Wg8xlnHWu7Q+m4TiRaubehWRBcEHAF8YdVQm4m8EejwcUlisB3J6jBNYZO27UfgqWOCv1dp2SEVdJ8DOxRlFwRJG5093TCPAC2uElNeE6huRYV5FNBEzSEE7MPDQ9DW1Qkv79rNg11XrRqCSMiGsqdT6BrTVvi14Te2yCnQZz0cGS/NXKRmHKOQZX08nytwqJKhFj3Q7kV2aYj8I6xZwj34KoPClTyVoU2UPaigIADoFV8IprFGWzWA36PyyvuZIOOr6k3t3QAqpc5kOHRUtGYzIBsqm8JQLNpQdJuejUCKBwG4YfWzODNcz2ZgFNecCkVSywKBeQTZMg2OnZ+bh9H1G3jDkAB6cHAADu0/wMcyfKKuGTCoIbUAqWQCRjds4OaV7S9uY+ZOiwNpzxs2bqRsZjhy5IgfyOS/B+Ax8Go2TQ6PtevXwcz8PISWbZ7HOD12jBPz9KanCD+mJPpR0JRpQ6lcZD2dLYqGzFh0eKK5f7URAHRQXAFAr/Cq1uoRATJDgZGr5IimoCS1yUe3U7iQSAvguzMaPmfRUeUnHsvaeDwPgIWG1Y4sfYpBk6RQVxNZ/B5zBGlHT/5WDxNWW2GHBW26LSwtwaawjYBYZwtbOByBy668DHbt2EnxneppPD+8iI4/PLwK+gYHYRey5mw6LeFLdQFH2tjbvWsXN5VsOvcc2Ld7D7hsh9P2QcWC8b493V3QNzQEBw4chFKB5BYXlroWYe26dXBg/0E/S9qXchQTpwWpvFzh12SHQxyhSs03jtuQOUy5jAgqqACgV3ohkOikfL+1mzYMdYe3TrQj3ZeArMaARfBrgSjKhorUNHyW6nhisaOf64pBMvSYTQo3A7RsDJI8YHG4v+kDsQYsvdkox5ecaXoMgVqhWoV5ZMHxWELpwA6z0XVnrYdqqQL79u3jphpi8alUgkF3Fu//7NPPCNCaoimzScQzlGUQYHJ8gjOdN190ARzefwiW8GdaYCzVEj66YRQK5Qrs2L6D3wstVywtLnHTzLnnnQtLC0twfPq4SvSToucoFkv8vJYdxoXJgWg8ygMHfDmFvN+eWYeggoIAoFd8VSpVQ8usfm8fgZf2cyifXZmaPfbu41zkjrZW7qrzp2Mbcqku+4CUF20q0JIUPHZO6AhRU/tEDNGgWXuuMTgbpuMzeVOH/PueZTk3mjFIm22WJcsDzQi89LJLEfjKnMGctOLsnCDt95LLLuGAfDqXVGsbA3ZmcVnxfcPXcii3mRpySDahzkK6jeYnbt/6Ipyz+Vzo6OiA+flZiEaiMIrgf+jwUViYnZEpMHCiHEQMmYB73fp1sHbtOjh8+LB4/MjqpyaO0+OSyTieW55HfvFiqI5CXYxhgNrr/bkHdWZUANArvLLZLOKha7hec04GMJOTwE1A8DLhua1bOWieaDL5eDdv2Qxr1q5WrNhodMP5yojaHFN5zjJbEJocvsI8WeaoI/s1675lz3GlSYaADIwGBHrKlqdj8gjUFpeWeWo4bfIRE63VPOjq7IDjM9MwOzPDMaQtrTF4YetLUKcmFdqkcyXon7Vz01RzEA2eJNPe0QbLy2lmu8TUX96+E1YND8HlV1wBS+k0bHtpO89ZNAzTj2Wl5zXB8BP5SCY6dOAgx6BuPn8zHNh7gDdXaVOR8qppYvhyJovPswxtbW1+Zgm9ly5HkgYAHZRUANArvFpbkiW8NI/7qXOEq5Zmlx43iBAFJr2WtVJH0u9Hh3qBd/FUw4mwSdefKyjih8XNJobK9DApj9TQkgX4qW7yXRpUpLHEZMB3DKcxvVt7R1RWCA0c1COxyGe8efMWKOQLfI4tra0M3EUExTSCIDW1OJUyRGMx6doLhaCzPQW9Pd3Q3dnGw1zzyMAX00U4dOQYZ2gU8VghO8ySyeLCMpRXl2Bhfl5NGLfUxiXw66GmFY+lmqq8Hkf0d9rEJPvepnPP5sYX6ljs6unh6SmzyPJpEaJz1W4ZqnoA0EE1VQDQK7ySqRQN4osTPtR15x01ilieal5x2VbW2YWX+bML7D6IEqCVi5AIR1Uzh7Z9EOtVNhAESo9ZuAVGXcZAiWSh0vEk2oOnlliOqYBYkJvZreGqEVNKDwelc4OrmLTLQ1npj0ePHoOzNp4tcoNyjXQj+B4hecEKQa1e4Q5A2hB881WXwqVXXgEt7T3MZuk8yHdNwL24lEbgPA7PPfMcjE/NQAbBve7WOZ9jcXGB9WwC71KhAD0I8KuGB3mzMIa3hfE+h46Mw4vbX4ZSWfzUtDCVC0XYuWMnXHTxRRzINDM9i9/zUKXUvLAN7dQBSe4OpdlzLoqXqJ66fxFBnU4VAPQKL2SVSU95LpgdE7bSHyzD3zAk6KTNLfpOrJXal48cmYDzLuxSORrK7wsuzzJkWYM2DC3Z/GIHh6knqzRMeIZ6TsqNrvN2Iv1nc/A9SwYsXgvgqzRpOWl/WotswFFH3u5dO5FFny8BScjUE4k4xKIxli0oAY+GDFCTzdVvehMk2jq5YYSGvhIbDlOyHaTElYKv59zztiCbTsPSAiXjKfkDH0tyCQ16ve6ay+Etb38nZ1QT0yfZhDYQt1zqwIWXXQYPfPsBHqtFU120Q2Nqcgp/D7GGX8zlWA5pbW3B5w9LiqDaKKTzxYUkAOiguAKAXsF15513XhCOxm0WDVzP9w8LUCEOmpRmh5CJ4NHd1QnLpmjN5PddvW6NdAD6/mmSPoRxO2qqt3Zj8F2IFZsqllTpypoJk9bLDFqZy/TwVpMkDhBw1uY9TzV8uL7eISz68KFjMDq6Hni7TakiI2tGYP++/TyfsFwN85SVzu5uiCTa+O8kbcSiIc7oqJQqrAdXa3VYt2EUXty2HRLJJd6UJK2aAqLiqVYET2S9nd24sCFrDtX5dUUQxCkfRHT8NXDdm38RHv7ud3nMlsPdg2H2T7fEYlBSTSwkb1BjjOjyKimvJvnW+D/lk/RPIKjTvAKAXsEVjyffd+DgQcWAHZiYmoR4JAoDA/3A7ceG6VvkLrjwArw0zzGYVOtVBnPSncXLLCDL/mhTJbK5ekPPA+2u057m5u5ASbBzeGoJKLcGuTFA4bXO7xBZ2/BB2VVDY13N4PEYu17exZt5dJ62YfPG4erVw5AvZGE5m+PHJyhNjpLrnBqH9tP8wlQyCclVKVjOZBigCwiitNG4uDCLjLzKCwLlNlNE6drVQ7Dh7I0cNRqNxXkhoekr5MqgRhtap849ZxM89+wzcOjQEe56pCuIMoJ1V3cY3zsZmhuJhfB9HlCyjMHTYVxl1zNts3LS/zEEdVpWANAruBBMN9IEEUIJAqBuvIQ3qHGDQu/JDgayB2hR+zMySNJg2Sam9FLpwBP3BU8CV9nNntukFyt/Lw+J1Z2EIKOsZH/RUwzaUV5nAmnxevBz6DYV5fDQPmm/PcYzfLljfHwCVo+MQAcyfMpbpq7Dru4umpbN96vgbZR+F6JwfOpaNG2oIUN2yDGCIJpMxDlTmmYa0vir3dQCHg4xC66pKS6dbZ3sYaZ4UDsc4fFftNnYjuw7m83j8evQki/AmrXrYHJyCh8fYYmFOgXpOVxlPxxetYoBnjV8fG9ocaMNRaH/ZsCgg+IKAHoFlx0O9elUOcqgyGdrsHHtGp5AQlqp3pwjHbVYrDN4yPgr3RmuAdP1p2w3tGKRMfwp4Spf2leg9eMZoOvSReeZEnKkE+l0kwqodDwlcYA6hra0SeiS+KpfeH4r3PS2t0JNaef02lYNDvEMRQJtyuFIdA3xMQlMCeuj1QqUqxFmwPQYh+M/I7xQ0aZgtVzlKwwCZkraI881LUhhK8SPJ929rrzZtEhValWe6k2djcS6aT4iMXN6DE8nty0YWbem0X5O753j8lR1CaCCgEEHxRUA9Aouy7JSpkpoS6ZSsGv3PjgbL9+7kBGOHxsH15bpKsR6yTrGoUOeq+xtKt8CJICIgVkF5DOouqIT665xjvw0PNBhSo2A/0ZXIVF2Dc6yodhoIddtNL79zwdor6mVGqBQyMOO7dthywXncws4oadpm7Dx7A3w7LMvwMzMLAxt2MysmaWZeg1KhSJEbJp3KFkd4YjNjSq8ZUmWOtKwy2W8cnCgiox7OZ1B5hzjF0bnTQuajc9BCwC9BxRrCuyvNv1AJQrqp41WYv+rhgaRcXeK3szODTUhHRzVn2mWTu6/hKBO1woAegUX4lxMx8Stj9oQbQ3BWVYdllNJNQxWgS7pwY6yvanbPOXDYM3UkGaWug5hU+BrKHYuDg4V16nQ2lDuDA3WDOiGeKBJ2GAtG3xYBp86G2oRUBKKX56WPEw4dPAwtHV2wEBfv7Sm49+IzV588fkwNTUNlxjiMOGmG9viydw0IqtcysDWrc/Cs0+/AEePjvOVA22KhkImyxxOtQo1twTLS0vcHUkA7CALz+cLajPQgGgkxG/s2NgYgzM19ZC9j/KjqauRNiypeUUvVPR6yVpHx5DoVIMcisWT9W8gqNO7AoBeweU49RABYDwWh0R3LxibLgRr7VkQRkanBqGomEwC2roAqimdy55JMwMtdUluMQjV6jJMVkM3qKkqLmvaFjj4GEN0E5EszIbpjhcE1/C9zzzjChQWy65iI9e0eSyU1wBw0bvFTfLSCy9B901vYZDU7pSWVCuyaRsmx4/wY8rIfOfmZuHY4cMwdvQYjI9NIFAXhZHj6XR0tfuDaKnNm2YxJhItsPPlvfALV10OfcNr2YtNx89m0zA9NQ47tm2Df/7R4zxQoK29Ta4g/DmKDpx77iaIxhMyxdwwWRcHNZWF3kdDsjgCBh0UVwDQK7gcx7MIjOKJKETxEv29738XBfjD89tePkFc0JEbDFxidOa8Df6715RkJ9qG/GRo3RjUzEJpqzZ4s9BHaQW8ntKfRTPmRQBUXrIuHfKvz8rTZ9fk8lAg7SK4k8zw1M+egmuuvVomgHvi+CiWq/DPjz4GWxHA6bVSwwi7L/h4WsaRwH/aIFTx1eyHpsQ6p5LlJpxHv/8o9A+PcEDSxMQYTFHA0mJaQpsc2RAkT3OdOyULDNCD/b0wun69yDmGaPKFXJodJfSumaD95FB43T70oM6oCgB6BZfj1g0C2JBlw47de2Foy2awkCnSJhn4G1gGBwDxFGsmvdL6raURrf0anHWMl/ymrfuxuWWcuhJ5nonZrBv7g7WaMFgfSzYLm614rwJmAxoTTjytaWuXh9o0RCZK4PkkgvT1178ZSqWyGoUlTPrKKy+Dx//tp8xqpc3dUeAoG5uWLY6LslPmU2Swxvfi0MGj0NU3ANt37oYnn3wGSsWyXh0kEMl1lGsl7DefUHW0puDCiy/i5hb2eOPfcoUCj7fK5kqyycq7mpyTnT8Zn39Qp38FAL2Cy3M9k8CEWp03XnAe/MuPn4T+rk7lSxY2SoBc4yB97ekQGcJQrdq6N9BTG4gWm54t3xLnQqOZxDL16Cvd3KJ2EVX5erOrgdtojOEytL3O8B8mm5KGD97adidASbc6MD87j0D6NFxxxWXMaHVzTCyWgBtvugFefGErHBubZL0cmgCfYkUJ9Embtkyx4Q0O9kNbazscO3TIn8bNEaVG0/np142AX6CNRrytv68LLrn0Ut5opbWNI1Nx4cpl0rxAmHrBUZ5ufI8CgA6KKwDoFVyO6zCDjiTi8PzuA7BhwyhEYxHIpjNN/mXZIGOcNRuMlsrw/wf4RkONcjIU8zY1mJouN6JoxuuzYN9uB43NQgZKlQOiQFffT55aGfn0RFtQ3j7tlfYP6XELOR13YnyMQfmqq65gv7f2X9OCc8lll3Hq3Pbt21ny0BF1FGy0nF7mBpIa/t7V3cHrRndPFw8DII3Zd5GohUG0azlRcmbQGY6OroHrrr+BB8mKZxzfFVwRJ8YnIRGPU5qgLIT8Jng6djQA6KC4AoBewUVwRgw1Hk/ADTfeALFkCjLpNEzOLfpdf6QblxHUiAlz64rHe3Bgaj8yt3M7KhdD5XcY6k6GAC9jFlvoVOi+3x7epGEr+1xjGriP3eBb6U48d/BOuAeA4TXfQ0EnSTWUhTExAf/+byW46pqrZeNSZ3ng34dXr4aBoUHYt2cvHDxwkP/GAFsTfzZNYWlt74Lp48fZDbJ69SqIJpIwOXaMZRA9pFbLLnQycVzorr72GhhZO8pt4FXSucuSSzIxeZy7GLPZjDpvQ7182YTFyr62n3RQZ2oFAL2Cy1WOiHgqAcceeQj+cfcR+P0P/hfIIEPUjShgGH73m5ROxVDuDvUb811XMo05cN+Se+uHmsoQzWYNr3k0VuOYWndubmQ5obzmu/rCtH9Xn1Q3HVmfIynh8/ML8MTjT8Cb3nwtRKlj0K36DguaFXjOeedxVvPB/Qfg2PgESxGjo2shlkix24MClui2xcVF6Gpvx0VqGMaOHlWbikK+yZK3fv0onH/hRfhzhAfbsn3OFfCew3MoZNP4Psn/6+mJ6J7OYPV49Fbm5/80g3ojVgDQK7gct+4SaJDjIVuqwH8bbYccsj2eSG2A7zJ2XR3m7woIeg2dgy7b6c/EDI06qLFRpgTacxQp3Ut06XDI4M03s6YcIK7n69egpA3NqjUDB+UIAX0YH5RfAd5+6Ts1ZBD/+PiKlpeX4Ic/+CFcdMnFsG7dGk6/YwAlGQZfXzyexL9dggB7AS9UuXyRmbOhDuEpMF5YWOSpMjT+amJsDDo7O2Etgnt3by9YCMwkjVSckgp18jjxbmZ2ATL4/EePjsHg0ABLHPp1GMpFQm3uhUIh/f/jYw3qDVQBQK/gIuMCXVPTJfgVb74avvEPj8BbkdnR5pdmsXo6NTec+A8UsCPrHIfTq5FOZGfT8oXPXDXjZYzXWRwK6JrAXjNiH8/9ncFXgLHv4mjYoqEJ5F5938b5sHsEv1OuyNNPPY3AOwOXXn4x369WUxkiQCO1PJ7B2NHRCS0trRweRZo0RY6WKC9DSRnUwh1PIKBfdCG3a/NUclpb2LbnylWFyqeeOj4L6YV5ngC+hN+HhvqbpB61QUnvGN7//vvvD2x2QXEFAL2yi3fYIuEwWCPrwep/gS/5KROCZ5W4ngo+cv3GEw2wrooW1dt4HFHq6YQ6kIYR36Osgv/V8RpDUhR4Gr5yofoPoaFuaFZ9wim/UoGWR/pWvMZNPqDrCFN5WmloOXLkEBw/PsWdfaPr1kHNqXHuBp2Wwx2UMumFWtltKwShZBhaUinuCrRU1jXHtJKWzaDc2LjU7pN6vQIHDx7mv0/PzLA8YvhXBipkqvm1u03dkUGt+AoAegUXDSOky3tKZHvk4R/AH3/0w7Bn/2GeGJJIJJjR0QagZsjsqlD5EaYpjNTUTNdVzSm8y+UoUtjc+UcWvforpOVG2oYvIBt608xXZsHXQfzHeQ1Eh6bbTvhVH69xR79b3D+GgYtRCV547gU4cugIbNx0NvT0dIGeVE5diFXXVRugdbA8C6yQ5cscPCCXQdaR5hNeqGz/KWdm52BqYhyZdlhNUsmqZzZOPH8DfNB2xB8YVFBcAUCv4HLqdYfAJpdOw6F9++Dxf/0JeAgmWnBlmcIR5ssDTYkBkxXMFFasQ/np7sQ+G/KGEi1cR03lVlDsgQ/onooldT2viVEqmDWarHgnWDc0mzbEsdEEvo0NREWbDe+EhcA/MQN0tx7RZDVk3IOlxQV4+mdP8vgq2ihcs3oE4okYa+zMkD2tuYu8Yxh1drVo54bJi1YIKvUqTExM8YDdcNjm9+zI4aOk9zdhstbemzV6/aeAQgfVqACgV3AhZNYZoKem4Dy7Bsmju+G5sqEGwAqeuYpBGtoGx345C0y6XXWs0OYaJbkxmPOB3SaWKUDpuLoNW1q5wdHsWW/m+ZpGA6j9LkUTtD9ZbwA27gQNzZqfylV+azgBEH2gPwG01fkYag4izRAsFWHv7j2wHxcs0p+HVw9zdGg8EYf21hSEIxHVxl1nzzf5m2mjkeYZLszNQSa9zLkjdjgEy8sZKBbyqu/GlBmNnu7I1E04fpAqgPRcBgw6KL8CgF7BhZflNQLS2boHP14sw2WjnTB+ZA90dXY1MFABNInSJl7ie5aL4IwAyHY6AWhqBaeiAbCg2rkl8Y4eIzY20zzxmt4UGo4ktqELay+0MG1DWfb0Bp/+O/j392FdAfyJ0rbi7c2biIpx64YZDeKu0qQNx1XzE20OQSJP+MvLy/IYU86ZRl7x+C7QPmp5XgrzJ480LW7Fchmq+FjXa5KGtJDuN9PIuZA8IjnZsuCYdvNlQVArvQKAXsGFIFrz2SbCwosvbef4Ta356rxiaSAxVaeb8nJo4ONJIbbEkVLXoW7c0G3ZpsgNWlolL7HYziRMyKvWxb2gjqcHy4q84vmg2nhSX8s4cePQ/1+j6fdmiu23UTe6GdV9DP94kkvtOjV5rYblD7uVSVuUSFf1M0no9dLfKfGO3qpCoaiCl/QVhOcvMHoKDIX1i6/c85UYkXlE2QibkQCgg/IrAOiVXZR1CXm8DLdDIVhaWIDVI8O+M0M8zdLmIRuAzRtuSpN1FQtVm4m+dczkG5V8oVmyC61tLWqOoMuSyNLyEnftMf4bpg9qVMYrNGYNps2CyKvrld6OE/0e/vk13aMB+aDuLWydEvU8R/1d9bgbeioMAzSo4CMBax3uRIuZqyQL/bo5fhpvpw1DWgS0U4TfHd8KaLBDJKigdAX/GlZwIVBWCWCWlpbZ00tjnmhOHmiQ9NRQVlCbgp5IFUQAZb4gm/F8RipM0eUUN76sVxNHeGqLuh9LBCDNLfS3SCTKzyXMsykY6ZUna4gNzWfAzX/w5YNXv0Y598b9jVcpCCeybFlZmrl5Q/tmdt+0EUksmt4zSqZzXRlc6yqnC69PyndN75PY6RrRrKZ6PfwMrtbOJZQpqKB0BQC9ggsvqzkYnpLZCKB7enp9h4Nm0dKT4nGnnZYeTEPnZ3hNrcoKyriLkECnCUhVxgblJPMEk3oNypUalIpF7mLkVmuSSSisSI/FgiaduJlI+9kd+vbG7p/XrEUbho/b/uuFhgatj9U47gn38LVwQ+dWq2MaKqMkHo9zBCm9X3TerrLaSdelMGSRRTyRdEyRSWhlWrtuDQ8O0C5Et0lmMQwIXBxB+RUA9Ious8T4iwBMuREEoMCdgw6H3qv7yBxC+t00/L06akNEPqyARQ2EVQFHDPKGAKWlsjjpdmruaO/shPTyMrL2tHTeGeA3uVAoPrtGHE+mgzN6CRMHxV4FNL2mLcFGNbeqaLZq+L+D8hufcIv/SB/KT9BPfLjmx0VCIWhrbeX5guRKoQnh7F4xXF964XAoBcyupzOuhSXHYzFYvWY1XzXIQmKq743zNg0zAOig/AoAekWXURSIcBlYTH//D2lcHf/XljxnAmzZI/RkqCmDj6HxGvhinkKHaNqUp50c6lhNkoStJn93dnVxI8zRw0d5jJSwTYdlAN6UI6hz5Dk8rTho5qzOryF1NHHkJrVCM2If+ozGffQ5/0eayKuaWbBi0Sj09fVCS1sbLioqB5rHghl+h6KhJR/P9QcIaHWbgLollYThtWvY5aEP7YKrnDKNF2BalgNBBaUqAOgVXAiGKvNBXWALYQXLk4YUBmbtqCA5g3+V9m7TbIy80jq1KAMCUq7nNmxtIMDnKLZIzJGmYq8/az3nKlP7s+PgrY4OvzdYNqBBAWTdayTXNXzQ/vQVXU00uTGFRbtATtwCBP+sGrfrmFB9L2p/7+7qhI7OLojGYuxOqddlkIFm917zUdQP7HcWQV4dyYWe7k7o7e+XqSkg8aumam5xXa9xVgzqUP9Pf6BBveEqAOgVXLZt50Vn1nMEjQbRVBt/3GDiNXkd9OYWA5LXYLeu67sz1KW6AtHGbG7Z5NPALmy5u7sL4vEo5LNZbgIpFEqQyWT94P9IKAw1su6RS4QfafqU00+C8/8HGrq5LgWkptrQBP0aNZg3vVbyOne0t3GAPzWpEMOlpyKXCbdz1x2WZViCcSUkymWpp8HtxTcHSsP2oL+/D4/X43ufVXuMYvm+uK1Ojd/j2mv08Qb1BqgAoFdwIYCkNWAKtAnIEpvlYdbQ8CQzJhp6tCkoWaIRVK95oOuPpdIWs6a4UC056Gt6Q7wOsXiCk+NisSi8uPUlZuehUMhvsaZwe8+TTUSHQpgM028y0QvCK8v3UwP4jonG5mBj8862zenN55zbOb+8HO7p6YEQMudiqQJTx6f5CUg3N5tDlkAshXwuejSYqz3P6gvEubF27TDEEyn99p7gTuEeFuURb5gBuTknAOig/AoAemXXss7KIO2YL71ButuI3BF+8GU5b9Sp2HtXuzgaW3EiczgSPUowcmSX/wAAIABJREFUo20WzTYyQ3TmExpJvAYLpnZpQvKh4VUwPzcHlXKVguv9VnPxElNXos0juOrKLeHb4hgYZaPS1Jt7punP+6PXUJf5f4VIOLKtq73128Va7Rsf/uAHfzA7N//ml1/exeeYyebg+NRxyGYy/uag7FWqFnLwmjRn0TXCuJjQuWngpwVmaNUQJFIpfWpC/NWb7tvrTtDD/durr+cHHtSZVQFAr+BCdrjEHmVPnBMcXmTILEFXbfw5ngZj0U5VSocAYtPGXb0mWrHJnl+n0U6tdGdPNyUaTey7KdCIvNOUtUxdebSJSE4Pil6uVCo1w3GXouHQWEdnV3Zxcel6QrK6I40xDm8m1pXPWMs0BmK6sxQK2YdxgZlNJuL59vb2ve0tLQ/88PHHD9Hz3XLLLbHLr7xyx6Pf//76mZlZfvz8/DzEoyEYGuiC6JohlbdR51mFjiObmGQPbO/sYO/zMp7jwuysysF2eQEKhSwYWbMGmXm46Z32/HFWPoP2wHd+gNnIDsHzrZyMzz6oM6MCgF7BhQA6b4dtsbJ54AcHScOIpaQBU42oUht4ihG6yujrqU0zx59tJSzS8V5hhPOl2YalTIOSr8vSs5IrIhRm3XbtyPCB+//u7za5slvJ9e53v/vGF1/c9r0wIiAxaReqJbcGUwhsewYH+p9KtrT805NPPrnv/+1133HHHWuvvfZNW7/zne+0zyFbp5bz8fFJyKSXoKe3mxn6qsEYj6+i94R6R+h7De9XQKY/un4UookEMu0piESj/kZpMpWEgcEBdmq4amNTt8jLYiTvqx6RxaxcWWG04Q6BPwDooPwKAHoFV71en4xwvKgaokqAwbKGxWBCEoMdskFrFJ7SUFmJdoVRN/nW+GdXZUeLsq0lAVPJA67qmmva3FM/0c+u17SJh7WcyW74xje+uQsB9Zzbb7+ddQAE1R/9wfv/YHh8cfyKo0eP/nB8/9jPBWif+9znfunCCy74wX1/c1+oXBYf88zMDKfQUUbG4sIygm4YisWSCkeyWBqhsw9HIxCu4/ewBS+98CKUkeLz1HNcP7q6OqGrp1fp4v7YgcZVAis+DQe31uxlroF6P8SnXf75PsWg3sgVAPQKLgTgI7F4HARYnSaW64Ipli9mxqxNK5AxvIbGLCzY4I27Rlqbx0lwDNJq3BMoqcMz1GW+q11ort/xd4JPWZlEaOr1Y489tvGGG37xZQTp8zRI//Xf//Usfnvk532999577y0b1m/4wl/fd59BU2NYuqjXoLWtjdkvLUg0j7GCfxufnGEHi3Z8ENGtOyKjPPPUc+zmYPDGBam7pxM6u7r9rb6G1qynlJsNp4yv3hs+SDcHjOIxA4AOyq8AoFdw3XXXXcv//fbbhb3WtRtD9FCbWLJpCWKrzS9xkIm0YfoWNVcAGYwm5BV1VeYYGj74asDSbNoAwwdqIZgG+J4MtXk5uzCHrPmhTb/5m+9fevDBB/NjY2Mf+8QnPvHgz/tav/a1r30hkYh/4q/v+2tuL2ePNQIygS6BLYEz6c11bjdnqQEoglSCjVyoaSuh2nA0VHzq+g3roK2zm22CAHCCU0R+0FKG2bAqAigpSe6gOTUd27Lt0s/72oJ641YA0Cu9DKgheIQIHAicCF8sDy/bQTkSLOl8E7eGIZ0shk66M3wnwqvyi+RB+kJfwFh12Pkc08/yUNtlrHMLsHvq73RzpVqBv/3mN1sX5xdbP/zhD//Dl770pbUf+9jHPkd3oc2+lpaW/lAo1GPbdjd+78TvPeFwuAu/t9JXZ0fHFtuyNz700MMIznWoEjAjc67XHG6EIYCuq41AmSDjNM6hyS9NrZbSxAM8aHfTuZsgkWphDVsM4g13hm7R8fRVhaf84MYrJpm/emhu8XX4lIM6QysA6BVfRh5xtt1TModq6wD6p+HUPQiFwQ/X1ywPXNUW7jV80Ia/zaeykw09ykr5exmJtQbbFLYPoIDYU80bAFrz0E0kdFzLk4EA3//+D4xN52z6s39//PG7E/G4cfPNvwzVSsVvHKHp28VSiYOYnDpZ9SowfnQZJqamYNXQIOTzBSiVivhV5uG4lQp+58CjurhC2C7onbDiNPKjBXbjsTCct/k8MPHN0dZBaTIxRUM3XP9lsTakh9waRqO3R79GQ4/98heuYKJ3UH4FAB3UHLLkdvpBp8fV6btZlzmEvEEGbL8jsDF9y53aOFSP0/YO3TdoqOYQ+pMYFZR/2DVUw4bSsBWYmyo3usGuXTUAyvCBno5HS8juXbtg7769xshQP3S0JOURrqeiPhsSic6wpi+yB8YjIXBqIbxPhBcYmoISi0WQPScQyOucsUH6M4UgVSo1BntaFFzH8Fu8U8kEjG5YjyuGbJ7qKwSttztqU9RT07o9zixRVx9egyn7jFmL3J5eFNyAQQflVwDQK7wMzztq29ZZrJWS11fJpJRmF7LJ3WEqWUNbwlS3IAdzWAKITTKHzyS9phhN1dLseg1PtIZo44RNQtdnzZ6nxkoZsjHpqRZvvdlGssShYxPQggDbmoiBYRm+XZCPS5NODMvPcK4h0JZKFbbJ0ReBaKVS5dB8x2lEqVKEKA0viCfAHwZL+jFN+KZmlEgspias4OPMJpbvieRDI76klVtS7WQeoef35zisy+tFzd9XbdjyDCsA6KD8CgB6hRey1+dsy76RAIPsZLRZRg0qhh3C32WYKnNhAh9XWK1peo2QeYYWF3wMYveHtITL8V2fHEoji3I+N4Ud+aB6gvChhqvyz4a+Rd1fyyEepItlyBQKLDWIj1trwVTCZB2f4YN0/JkhaQqJRCFqWwzkfG70N9dfOmRhaNrt8/yNTzklU8kexLg9pSfroCSXFyW38YpcLR4pmQh0G71qe29IKjOv2Ycb1BlfAUCv8MJL+YeRTN5Ofl7aIKNgIGaEYRei0TC4xB65U05ppeqy3vOsps08YZRNxgXfRCajozw9D1ajuPq9EWzUuL+6D+gNRfUQZXkzFAhq5q55umVFaOAq+ACvHClI8sE2tI7s+czerFdgTV8H7D4yBbFkSroBqZuSLINKVmH26w9YETDVnZDMhlWWP7fH8+EdJTcbSpvXS4vbeJ8AlMPF9RcBloXUmuK67p7X/lMO6kytAKBXeN199907fuN976tZthli5qyiPsvlMrNpHumEt9tGSNq/gXAGwdx0ORuaQIizO5rZIJXhex/0rw0LmiFA6/qpdADgNrHoJpDW0E3lMBt2GOg5NEk3hJDkoNLv/Kc0ZAPOVAMHtLatA502rO6HhcVlGB7qh+VcyUdiWRRcngjDpb4bnqv+rs9Jt8Sr14O3OLqdXZ26XkgUnrMW7apFwlCNP8KxXSXhe9Q+/u+v1Wcb1JlfAUAHBbFYbE8sEtmSQxZJ9jFuoaZNMacmPmAExlRLShLmONHOYa2V3B0acDx16S4+Z1Co6/lA7anuEx0o5DYEixNPxqfZ4EMqNN/iA6i0mYMhI7Zk7qGhgpIaUohuomlAvQwamJhZhIHeLlgulNSpNvF/ldwnNzc83SJfuBptcVFQU2Rc7cIwlJtF3Q8ai5J+nKFef2MNMvzzq9drxYcffjj32nyqQb0RKgDooKCltfVry7t2fz2XyzFLpfLUd2rmKCqwaW1rRVC2lXwgIKmB2AAN1K6wUU+BpwZH35an7q8QqrlZw/cHay+aAnpPQa8eXAtug5mayk3iKunZFR1EuT/08xkqR8TQ+5WQLpShODkLoq9bTQsAiEVQOy0Uw3WV/1t6cRz/+IY6JwlrMlU7vC/ICxgbujlHeaS111uH9fNbZUBbKrXzdfyYgzoDKwDooOArX/nKfTfeeNOX0+lslFLpaLOQvvP4KURWckwUCkX2SXd0dIARsiUQiDfm6v6mnQ+IKlNDo7B2ajAeKQcHaMAEfbkvLgrDF3m13qwKfw6FbXaa8K9KE/f87A7ljmBRw1BasHZGKKA1NNwChMMRYfsm+MDpt6tredtoWONYm+arCgcqpSJLE9QergR5/8pBugxVTonvn9bHVtq0vxJ5yuUB7L3uHxy853X8mIM6AysA6KBoY8r96Ec/+j/Gx8Y/TEyQOwpVlyC1P5sMxlXutKtWasi4U9DW3grNIceMm4oNuyqMngbNKjVA2LLbpFFr4PQMv9EFoAmkAV4RNKT82K5s1ElQvssAbephtqb2HPvkW7RukDQ+fxIMaC92Y8dPyxw+a9bsV7NqV4KgQqYLg0N9cHxhCSrlMo/ukineKptan5teQDw1HFZJHPxsesPT7zz0IJmILX3rW9/6zuv5OQd15lUA0EFx3XvvvR+58Ya3/PbhY2NJJ2SBV/MYkD3djq267SoINIuLNQ7Y7+rqYjbK2cxq0057oVmJMD1/sKzWadlzrGVirZCozTmGTAN8u5wBDZeHqxs9FChz16PncYMJBeZz27lLLequGm/VULd5bosCfgne11NkXBlMC2J/a9j3HF8b5uP4erIJ5XIJKrUKMnAb6uUab5iylVBtkoou3txXafhNK65u99aavT+P0IN169b94ev6AQd1RlYA0EFxUebyH33oQ7+/uLT47aVlx3cVEKAQGJINjUPr6y6DYL2Wh2w2r4bHNqQNQ4GtIYjErFbbzBojsgywTKPBWhWx9Y0bChj1pqOMh5Jj6GYX+r942ICBwT7YdfAYZ2KIDdDwNyxNo5EY18SppTuSgdVQfgzP37zUOjmDstaRQUGtydujkM6VudsyHImLW4QH5Tq+tU53ZGrK7PqWu0Ymh7bf0dLQmkw8dN999/3cAVBBvfErAOig/PqLr371gfe+6z2/WiwfeI/jlsAmuYP+q3tgU7u0ZanxU6A6+jwZoorAS5f71DptqGGx0i8i4UJUcrnvat1BOhT5Z8mnoK6PRq9GY3OP+aXRWCxAT4DBr7Adgj0HDiPY2/x30sX186uj+KO7WHrgGxtMWuO2q+xxGowFpA3RnUWg8KWOSCwu2SBNI6+0w4MztSmjlI6O3w1chSzRigxuBKKhs44sdpSoV62UnWjY/vYLzz/7f5ycTzioM60CgA7qhPrHhx5878033bRjbGJyc6Hg73BBrV6DKE/drrCsQEH+lk66I9ljYRF6envw5xpbNkzWhmUquD/mytPWOmHlOguaMMxw9UwRP+q+0RComjkUrefHU2PN/FIG+vA5l3IFdpcYCrz1A7UhRAm+vh6tX5QPzPyzob6L1uw69YbEozYA6XeSOFLI1jesX7e9XCx9PWTbezzLGv/7v//7CddtFtkbhVcZ5u/8zu+ck02nzy8WCv2tHa1LyWRi5333feP51/CjC+oNWAFAB/WqevRHP7rg5pve+u0jxybey+4NxZappdm2LajWqpwgR75oyq4gBMxmc9DSksLL/ohsBipwlUGv3gmX/XrCCngqZEghqda6wWjAdINNq7xqQzKmCTbDsSQs44Jhh6Ja2gWdI+23yJB2Ts+vBto6dYkYJT09ZMp5RPCcbWrGwddGXZM6d8MyhbGTbo5slzOkC0X8G978C1f8wvmtHe1fxPvmcKHK3XzzzdNf//rXn1xYWPj2n/7pn77c/H4q4H5ZfQUV1P92BQAd1KtKAcqvIeu7b8+uXd+bm1+Ky8QVAaxYNMYZyCRvUJdhyA4xEM7OzsPg0CAQVNYJFGuO5HoouUO7OXRrhs6I1iICeNJ0IrqxCktyPLVAIBO1bAZ7xxWJw1OjqCpuBcK0cODvNKqKdHLOtcYFpKenGy6/+AJYu2YYujo7IY1se+/+QzA2NgG9Ha1w+OgERGyXgbtGLpVaheNIOS+67kmiHX5VqjWWJ0hXpzClL3/ly/h7LR4NR+PtHZ29W87fPNrV1XP1pk3nfOonP/mpU6lUFovFwkQ2mz6QTmdfKJVKu/P5/P7PfOYzY6fysw3qzKoAoIP6D+uOO+4wb7jhl+64/vpftL/zj/8IO1/eheBXVi4IC6KxqLQ3IxslUCXQoqGqC/ML0NHZLq4P6n12JISI3ck848+ULj0TWDvW1jeDk+c8+Q7aXozHtYQBg2FDd3sbzCwsgFfOwkhfBMpGHFYP9UKx6sKatWthej4Dew4c5ekw4WgUOnv64KyzNsCb3nwdjK4bgUQ8AVOzM5CvuFAq16BSLkG+VILpxVnZAPW9goavl0sTiseTV7RNsFKriWpC8widIhSmSjAzMy1OErzdtmyrpbWtZ/XqkZ5Nm86+aN3o6Pv6+vt5tNYLL7wIy+nl+vLyUr5ULB+tVEpPzMzMfPX2228/dMo+7KBO2woAOqj/sJAN/uXM7MyVhw8cgN6+XriqtQUQVOD48RmYQxAul8oIRCFItbYzwyR/NDV/FChZDv+jIaqcHOcJC+bNOqU7kDSCGMY6cjwWR3C3GNxs/J0muIhV2YSXnnsaRodoQnYcJpdtGB0dBW9uDixwIB7Ff7qODTbeL4ZgHApHIRypQCQSA4gakEgkufOxb2CAF4zWllY8vzAk8fZ4PA4hvApIZ3JQKJchX8grw4YaKOA1kutAMXZabFydkqSVdNVmTjJJjax7KjyJOhNpMZudnYOtW19grZ7zTGwbIvge2XbIDkdCbbFY/AJ8TRect3nLxx555Hu5xcWFH+zZs+cD99xzTzD2KiiuAKCDelXdeuut7RdceOHvP/mzn0I8mUB2OIfAW0LgsXk4antHB4QQdHK5LIJcFn+OsqOC8pUNMwalQhHmSQqwbdlwU5Y3Arrzz93IwOkqTzNJFiQn0CiqCnUwsivE4WO5Dk08iUK2VEDwboG9e3bz7TYy8NmsC1Y0BJkagh+CfaZQg0KpxoMFkrEEpFJJBOZOBOoELgYhf5OyUqtDsVxBFptGAJ2GUjbNr7nBkE1pStHbkl5T04nuNNFBUIbumJQWcrlKMHDxiOBiEOIuQbnqUECPz1HGqwyLYl3rNR4K8PKu3bB//34C8dTQ0PD7Lr74wuvxGXpP2Ycf1GlVAUAH9apCVvfAS1u3WpRoR5t/zzz7AjLmEoMcuRviCWKrUWSrUYgiA6axUeTqSLUkGa/iyE4nj08h6BgI3mHlleaJ1XR5j0w87SfZgR6Z1TwwFsGvXq1BsWrC7qMFZuaJZIXT9YitI4TD+PEMgmIeJqemGYAT8cO8AFQQ6LPI7JcWo7yAuJUihL0SzA/04iLiwfTMPOzb9hLs2/4y3mcRSvgaLcNq6izU1g4DjCYwJoKsLRrNk1oMw2z6XTWz4DnQl7bhCT577Odjx4phE4tG1h8Gg6yLnsEWvINHj9Axev7sz/7sk3/yJ3/y+ZP7qQd1OlYA0EGdUHfcccfGocGhX8pk0gwah46NQ7lY8tuetWWONgnJyUEYZvEEbBfyTt6fjE0xpZZlQ19/H//e1paCqanjPFJK50jrzjs/tkLpvq7qWqT+O4cG2LqkGVfYfVGrOczKq0Bs2YRSyWCmXimV+X61urB1yu2oVEoQsVwY6IiBXc/xgjE5vQDT09NQLBTYLtgI2VdvgGEqQDbUcAEQrzSyX1MtJBqIm0t7uOn2UMjCBSus3CAWyzm8UNmmWBMNydzjgCV6rfRK1fSWsYlJGBjs/xT+OQDooAKADurEWrdu3YMvbn2eL8eLyC6PHT2mNvF0cJCpwESyjHULM31nMCJ9mYC0UoUSXt4vLWVYayaGTe3RrMcaqnUbtKYrpa14uqkDFEul+3Jrt85m5rA8ZdVTjSk1x22gJEj4EF0BLC6l4QguMplshkH2+Ow8s2iSNMLhKIIp9yf6+rOnJBlXDZAFaMSn+r5sda6m2vSkhYi+CJAFhG3+G3/RybIUIsdkT7eyc6dxERzABYyqrrosycp47Mixtrvvvvt3PvWpT33zdf2wgzrtKwDooPzCS+ub+vv7ziVmSc6F3bv3gksss0l68FOXFWoZqmtQgyn9aNo2e4o5j4OsazQSyhMWTIfiDTMCc2KTnu5XURNQQLdbexzSRP9COeIUwS4RDfOUl1xebHAcI6pAkjcXDR3O1Lg9lyvA9l0HwDKFmdNrky9HTfB2/ZAkYvMm+6DJpRLDqwB8vkiU9WTyd5MsYar5hKYaBQZ8xrp92/TZOHuuuanQ8QGfju+wPVDCldoTEZgcn4SWtjaI4RUHvRHUoXh8ZgZG16+7Cw/6zZP8TyCo06wCgA7Kr+7u7nu3b9vGnuDp2VlYnF/k2yWwnn7Sm2IKfEAnspmcIieAKaDV0trCMgFJD2WalF2pCIP0QU02zUwGalOl3Wma6rHn2Q5LsBGBPAGih1+lSg1Zus22Pm6AUYlLrsoyZaA1tfzAQgL/VONOQAHoer3KTNnG50ik4hCPxyCeSEAqmaLhBSxJSIKfsGR2cLh1Zt3crl3HBaxW5WOJPxz8TGdhzfKdbYWqKYcteIZ4veW7B4U6MvqpaT7n1PAqZv30XsTxHGZnZvrvuuuud9x6663fOzmfflCnYwUAHRQXAsFIIpFYRxkRpWoF9u09wLez5NBIMWrICMpy5rgiD4RCYQRVYdHEQPv7+pBJh3jArGlQVgYBo8vMlxg1bfjlkd2SZk0Abtm2kjbqfGxi1wR4pG8T2JGmHLLDvtwiMouAICfmqfZyXjwUkFZ4YZAOQBuPE49FIdoRhWQyyd2DkSiyYzxvAmSyCdL98sUCFAslblYpFEusv9NGInm8aeGSHBDxS/t5IU0RqTyGy1SNOQTQpD+HIqzJk82PvqL4cygShny+wK+RhiLQ+kKMnqaP06JVxIWtWCz+n3jEAKBXcAUAHRRXd3fvJ3fu3I4gaMPuPQfY5+w1aboNKcLw2WK5VGEQiiDoOA4CXM3jx3d2diCgRhTAmsweTTMMeuYhMVeSONLZDCwvZxCociJPINhzCD6oDbqmDTlPxYs63PgCKp5UJJS60rzLCMalUokBj7zWLS1JaGvtZiAmxm1booGTHk4gns7gc+fykE5nIZtJQwnBmBYOT3cqelplBz4XWhAo2pRdFyT9kOWiqwMuveJy2P7SDpiamhLQlvGFoD15hlFQvxrStENWvHgCX2sCFwqbFwyRPYDteAV8DdQ0g+e2+eT9CwjqdKwAoIPiCoWttxKTXSxnYPr4tB9KxKVzkvkXNYAVwaYFwZQu8QkQySfdgcBMv7e2t4tMoC7tDbVZRl+8SWgqrRi/Cvk8N3UTYFJ3IrFsLUzoIbAy2QUQfKswPzfHXuju7i5uw6ZzJvBOxOMsq9CmG7Fiwm9ivBLwb3B63FI+A9lsFmi0Vw6/E2uWXGl5XdJ6DqBznEl37u7t502/THqZ70vadDadYQCNRkLwR7fcAqFYCs45/2L44p/dzQCvNXnBZ5FbDJUjwh5rvL1ULMKq1avYq00LiKN0aT2IIIsLB76m/pP6jyCo064CgA6KC8F0FTVPjI+Ni+arNvz0DL9GTjKwV5gYaQ5BhDbAEsk4DA62MDtcNbQKwtE4dwWCobvtFFArKxkB9NLysr8ZyOl3pno+V+nIirE3B+3n0otw5flnwY69B+HokSPQ2dUF/f09/N00QyqFrsaODgLnYqmIYJpj73UeQbmmAVleEOgJ4qJOWOo2lRViAMsk+VwamW4LAzSxftKvaWGgx1J6X8/gMBzctx8GhwcRvBMItNmmd1V1JnKAk6lyTXUbuwvFQhHaOnBRq8s5uZ4evAt4VZGHSluredttt135mc985umT9M8gqNOsAoAOCu68884LLMOwWlIpaGtpgeWlZWSYecV2NUKrmXvE8hwaJiuTvi3TY6fEdDaHQNnJoUKxhCk+YWa/wpwNy1BygcFddGHbhOPT8/I7LggxZKOkP4ttz+NgIlooiJGSjkw/d7S1QgRBsK29Ew4emcDzXISBgX6WPQyvDlW879JSGhYWFiC9nIYKyR1OHbT7xLfMgT8eAP6f9q41Rq7yPL/nzG3ntnPZXdvr+A425uLFdgKU/IiClJIfqVSRqC0SSqQUJIhSKSSkAlJXLYXSgKDFRIY0YAIGyrU0kcolJCk4mMTYeMFcjW/rXa/tvXp3dnd2dy7nnH7v5fvOEEANKbte4++17JmdOWf2zBnrOe883/M8bxhhqh8yc1To4Uwqqbr8cQJZ5I/ntbfD4a5u6obxAoX0DAZE9fcPq26+/P4TKxGnxEvjNw8nCH+NAmzcFwG6LnpoYkYk0H9Cgbdw9X+qHrAAfYqWBWhbCDxfOdJ7mMKE8goE2xTQjivARdeg0RsDmFvsQjHvaKw0RQCcyaYUaMagSX1Vb1bdpkvB+cCGDLrlUa4kUUM34eAwpNWFAI0kOuXOJ5OJR4uIHi4k1uoEqknVjS9YsACa1fbHR0rw9p69cLRvgKTFuNCHoI5AeewYqk4GSftMoUfGhe000DV6sjZ7Al0zmkpKbRKLRCGeiNN7QUVHUyoF8xcuIpojri4isWiCpHd797yruuoxeOi+++DMNevgf37xXDjl3FwEsKSDFqDW2dS4GS5iau21DofiTpqzP2qkFKmtm/H/ALbmbFmAtoXgeAFys9OVOrS0tMDU1DRxod3d3aQTJtWE6xguGuVmHlIb6RQkU3FaaBsrjcHSpUtJAqet3VobDWKJxsfRiIGBRegq5HA4n5Qc6EokeR1tF4EF84qUA0JgT42nS4uPb+/uhvJUhVQQuMiGORydr3bSawQiOXEaG2TQZpcAnIYOFjdduKgdlixbBpFonKC77rOVHTluBH10Uw71HFUXjgp4Rg8ewDkda0FfAboP7oe8Oo7K1IR+y0xjyEWBE1rDDA8dt4o9NZlxfFaFaPqIj42pH1KP1GqLZuG/gK05WhagbWFHuQxNJKXSOHGfmESXEDlYX18/AbAnXR4xAuTqY550aioC2SwqErIwb8F8CEdeCb/rguGf8bnhoSEFvBkCdN3RktMQjS0gA1YdXqBD6oK6eMDX8ElTvGT5adB7mC8chUIRjh7pC8G5gcIIZAiApiw08JluVj23aNly2LF9B9Mg8v5IvyzkO+0n95HQXtXWAAAVc0lEQVRfD8w27GBERce1P7gOlq1eA7t3dcKtN94g5xNMZKrmuQEaQbqBLqrLImUQyOBv32R3VDGDul5vma3/B7bmXlmAtoW5F/MoUU59pS5PTsLIaImcba3z5pEyA+VnpRLL4aZU96rHQaGrL5mM0z7RSI7Ck5CaCMTY4cnUauSyMWZzcrIMueYM7Nl30Lj3SEtN8wmZasALQVJ1x2gCQTkd0SNOhGiVml8jquH0lWfQtrh3b2+fGaVFr6fNiAKsDoQKFM12YEeLmm2U5uFxEtXh8oxEckkyY2woEl+7A3E7ybfGn1esWA5jE1XY89bb4Krjj0RiUA8qBtzD0tRGqIzRw79Q++yJy1DPRHTEiYgA7dVrqZn+/G3N3bIAbQsrhXGfyOeiZI4C6utVknpRIp3qFDFiFMHaFaefHr+nMylwAQ0DjgiMm2IKrDOkN8Z9qStVf7oPTZDCAgFey9CMxA0laASAvgyn9YySg+VpvmiwMSOjTlQIxZkG7BQMX08rMRAU/XB5UNMbQjfgMfnGdEPPEDJidBGYC0aEHmOm2heqRStTgCgI5Kvz+TwMjWATXhN9tkw2h8AslmqqWx+bvnDIoFnQHAdFm4r5hRyLvt+QAGLrVCsL0LZwYS6Oyoq6TBWhSSjAZhROoa/TV/oY8csORY3i13v8y8YLcc2hEUSrPshajfxylRYB0SGHQfnj5UkeJMs9amiAoUU0HYrPumjunlkVrUOUWIMdBc/1ZVK47kUbuF6qoOFfwT9ZsMPXRIeip80hAJKqZ8Z7y6KdB67vCkjrR8NQpu7uHtix/Xdw+tlr4fEtDzA9Iwwz6LVJ/ClowFjdzcsflgZ6cowhSAM9R9FUHzqI1tapURagbZFyIpBAn7qE5lMhkMmIKtcMco2Cg+FH9JXcpyxmNKUAcakVSMRjFOxPLjxHJnWrfdHcgd1mebLMKhBoiPlEAAy4ycQLgDaX4AWCm0vTuhJ9oPp81dtG1F0ZSyVKCKyo+t3IiSOPXmhtg2QqqbYj6yGs+9x6eGnzZii3L4Ke/fvD7puuEoFGcWNtd6R3hgaA1eYZzWf/+rlnYN87b8HxwaMNtEY4nZwpcXnGB3OB0Auo+rxTk+0HDcfDt+p8jH7CH7etk6gsQNvCoa+4yhanKEzSHwuF4aDhI8JddSyAmO44A17gwg4zoh473leCA3v30z6Y/3z6acspjN4sDqpdsEPHCeAYQYo8rq8BEbRxg+8j34y2cVC3ri8gBpI0J7nTNE6WFiN9SKvXOWvdOmhZtBQi8SgNjcXjKBQKsO2ll6F5dAgOVKpw4XnnQUV13tPHB2HvSIkCkvgi0iCDJh5aOnK5GPDdoGEbRzp3zBxxaZHwzHXnw6+efRa2bL6HO38jqxZNtWYpZDwWyDmJuHwBo1hTPzB76HNG/H00cngmP3tbc7ssQNtCydxwPB5LcVYxy96MBdrBBb8IR2XWxTxSjZCTMB73YKI8Anv37CNTBQLKwQNl6roXL17IsZxidUYwRNMJWrO9AHXUWpPMx0DqBYVtqB6p01d7j83XkoHhgyykIeXi4a1HGu0WhWQDXQdhzQUXQvuSRXDbTTfD585bDytWng/PPPYIXBWdgFuDZrj4z74CP/73eyEHTCGgIiTsWMXKYlyF5kFRozSQyJhGJzzzGatWQbK5DQ7sOwDz2xcaeRwPZZH+mWR/gUgKJVtEemsMiKrXw8hTCvMTgAahjdS7f3VGP3xbc7osQNtCSuPnq89Y/Td1712oDw6SgaJe92TBCiiA3/eRyvDNoqBbrypQjsJA/yAt+pkwN4VOgwP9UCzmyEii40IRq6Yq01CpTpsFRlacOcz/BtpAEsj2EWO55sU74awd7krRHK2OCGIRnk6Sb20jBUbH+vWQzuboYrDU9eGI+i9+8foOGK/W4Wh3lwJoDZpOw0KnjN0yC4qOWXT0hVdmCsTBw+JjRylgU5PaoApt6nd3TZbB6OgciVU154QBns+RZHO43IFXVXfPlJIhfVgzro4JL1aB49g0u1O4LEDbgh/+8NbvXP7Nb3790KGeHAbZ8+Rpn8wapDTwOf856jHYRiRs34+w4gKjRoEC9LkjRv0ydYb+NNEG1elpohSqEpavF9xY0qaVC8wjowmGMNDhjtLkKIOmQjgbGmGuqvbLcLQdPbtrx3b40pcvhuefeZZAd7mC8Xe8KFxyyddg030PktbaIQUJGIDWGdSGVPAZPAM9iECOVWNvRJ7DB/a8+x70HjkKkzUHHt3ysHTJQmIbSV94nilC1Qn12qj1xvMR6DmIWoki5ySRiHubNm3aPhv/B2zNzbIAbQuByr/mmmv+/KwzVrz48vZOGK1jUlsC8rkclKcmSR9NgfUB0wKuUyMHHwJOLt9MyWzg6E4UaLQVZnK4DgOsznuuViskxTPWcaO0EH2EH8r3fId7Soz2DLS5Q8bKBjSOyidOGuf/uTXep6e7GzrWrYeBvj4C3h718Gj7Yij5ETi3Yw2sXb8ODvzX44jseg1OdNN6kIBD2mvH8OM6+L+BCiEenLvt6ekpuHvjRjoPngQeify6weQSmL1duRDg86h4QWWMH9SZf3Y0B837YSZ0IhHrnpEP3NZJUxagbVHdfvvtW//2+997at+Bnq/2DQwSp9yvbjFoPpPJYng8ZSBHogEv0AFTE4l8Aua3t0HfsX4zADbbnIOK6prZleeQxA4nqqBbERccdf5GIK5DvUCo6Q5fApVZ7SDTWrRtHDt0ATPPr0E1EoMlS5fAb7ZuhYGBIdh89900xeW3L74I2fM+D3EFnLiAhznTqPEeqCBXHiWQ1FPE2f1I94zEDbQ5xSwaAh+T65rMjJi6f9W3r4Iz134WHtnyEGx78QUxyISGFM2OENZrVYv6o8CX32vdM2l9rqFFXDIKZdKZp2fjs7c1d8sCtC1TL2596dK155498fyvfxMnCgLtxhXMiJ6GNE4haWoiNyB2ty5zAWQFP+fss6CttRVGRkcJbMrladpPj31CUK66VeJbUSHiOAoaXUfUEaHhBRzHSPCoXyZQ9unWBC8FINI33r7kRqH88lbIqkcxtAIBsnZGB0WNotyv51AXTyCnuYh4cYmGIPx7AwmQO258yNF42fAgOhCZMwfoOLcDzlx/AYyOjMFnL7gQtm19waj1jDhb2BFK9BM1CMI0DjSoKnAeHR2hbjqrLiCBq/XRAMVCFppS6Vtm7MO2dVKUBWhbpnbu3Fm7/tprb81lsxtKY+Og2z8E6slyGWDSIbMJGlYmp8o0zspTiPjGG29BLp+j7aemJhQQ8Uqa6/JUbFpoQy4aRzvRfQVCno7g5A4Tw5dQ/UEdNqkZorw/AhstsMl8wsBvkMIpMFYgfCiWUmBXF5JCgeCed2Watl6gC7t0qkC6deAXCRrDMwBkzmAATckYBTQVW9sgp74VRGNxGiSwu/M1ej6pvln0HjwI+WKB7O6+H5pm0IGp3zvIe2PuOaDzh6A8USoRNaKXBx1RfOBhLJg3r/euu+46MsMfua05Xhagbb2v/uWWW/7+vb37v7vj1c504IVDXkEW1SbLE2TrRtoDFRl1+ooeqC5yxHTMjlisfaIxOAAJHYd+XRbEPJdNJiCNsCy80VOYnhcgrVFXYOyK7Ewfgmfcdr4sMUZjHkn+eMq3bAdhfobpgAMw4MeuEAZTVFLkmpsVCLdCNpejUVToMnQoea9G2dJ9fcOw7739RNMAmlvUAWGQ1OHuQ9Ayrw0iiRS88Mtf0XlBaXOEppCTOka9ZzbcaPoGfylNUEEeXT2PHD0OPNDgjUeVVRfB9oWLfjRbn7mtuVsWoG19oFatPO3Od/fsvR4zobUC2MWulVx+nB8xpro/lJml02laJMSukzpIV1yHTsjBIkAi/4tDWcn/4vh6Sc50rrSvZG7QzwTuOlcDDCNhml000QQOmTxInaFFao0UBf0rS5CmY+YqjY/BitWrIXnWGhpQcKxvEA51dfNMQplFiODdorrndFMM8rnPwDkd59I3Ceyki23z4WePPwL/tOHvSLWCC4b8VhwCZzwHmH3taV5djCiZdFJdCPI06guVLYUifvOIio7coZmOS5curtxx5523/esdd8zo52xr7pcFaFsfqFtvu23DVy/52tU7dr6a5K/tjrAdzAmTHRutJKprnZ7CXOiM6jYr3GFi/oY2eDgMwtqV6NcDAnLan7hYDkgiVtnnTpk6aFe76RxxHPJxaRdjw/IeRCKcIc38MoBJugi4GwXZziA7mGsGvL37dcqVjkVjkMNs6XwztLa0wPyFC6G5Oa1AdFJ1tzlYsnwZvPbqTigW2yBbKMLU+DiUFVDjMVYr03SL8wkdCYM2hhU6SMwwcXmYQS6rvknEYGJsgnXU8SZ6HjvpKMkV+TVaW4r/5ms5i61TuixA2/pAITh87+qrb3l995v/iKCr6VmCPj1bELvESJQWzaq1KuRybA7BkHvUShvKF2kJCgRCUPfM0FTSVxveV2gLBHcXXYauzFo1Tg8As6lvFuFcl7lutJCDdug5TsO2GtmdkGNWt8uXL4XFy1fAwsVLYGRoGJpUJ1tRHTDmihQKeUimsnC0t0d1tT4M9xyGnTteUd8YRqBz1y6o4/kQGVxTMkEXEdZ91yllDwJOykMKJKm+XcTjCfoZJ6BPTWF3XmUVCzjyDcFhQw/SPB7AvLbC8E8feOD6mfx8bZ08ZQHa1oeW+np9w67OL36rq7tnvkZnzq1wZU6hS9rmCPHODtnD8X4hX4SJiTHSPmsJg9E3Sz40UiQu98/iDBGKQ4KSKKLCF0Fa4Ii6wjH7ktxNumL8MYJaaNQn66ECAJIgJ312hNPr9MLgmnPXgmrmoevgARgeGIDFS5bB2FiJePTjw4Oq0/fpYsLKC9eAP96PURgUj+6iJDqZCoMLf5lEmmSJyInjhahSrStgngZNfOP7cwM9TEB10EjNOPwNg4kYv75y1covzuLHbGuOlwVoWx9Z56w5+696j/Q+V61UHT2dG28jTiQRb4pTF8kekgh1v/GmJNSrFUilsxTej05Er87TTijKlACNdWaoxjBxFTwtteGW0pdBh/jr9lcvEOLrIKeNC4/I48YU0OH4K5TxhfMTwdAkoaKOAXvbtm1yXMw1Dw30M2+OkakIvk1oRolS7gaCr6/Jb+noXYpejVE6HxpXeM2RBwBUK3UCZkcMNnQh0c5EYKmgDpEC2g91IX55QVvbL5tzzVfdc889/bPz6do6GcoCtK2PrE2bNm1VN8nff/yqK7/V9corO5eRMsPXVm0EXIkYpekiUaI9yuVxnnFY90HnOb/PqKfvC4CSik5C8nXpMVBMUfAwAZTsOTWWxOFgALwgoGQNy5FFOu0ODI0mIhtUL4T7GNAVqkFHf7JQg/ltDHzC94IdejQepakpeCBezSfaIoCqGNb1sYbdu86B1l5CHYSE4sRcNtuVTqefXdC+4K4HH3zwnU/0g7P1qSkL0LY+drW0tu6v1WrLJkuTlMORSichqtPhpHPVBpRUKkPRo6XRkig0ZPHOpL6JScU4+UgzYkANJN9DZ2WkkgkzYBYkWxmHvCJAI5gG4kB0TN4yW9CxYze/TygLVH/gtwCkP6KarlE/uw4vYuK+NRw7hUNtq3WS3anfJg5HbedmQw2Y9xDatnWXTNchYVzSqWTtrLNXt99///3Ds/eJ2TpZywK0rY9d0aj7mBtxvoSgg469sbFxAml0wyEYI6hRGysdczQag0wmA+PjY2REYU6bA4NYvRFSGDR9mwkOKrOGKIFJ1UpN8kAc4npjiQQtSiJo4+/Hrt6RiFPTOQvVwbSHjLoSgwxpldXrTVdqRn0RrieGedQE+HpxUxtljMFEXJB4EfB8yilBCqUuNAq5B/Fioh5fsXxxpwVnW39oWYC29bHrxhtv/OlFF130nVKpdGbgexEM/BkdPU6LbAs/s9B0soEOqMecZ9XhIh2B+l9McKPY0MB5fwfthADZyEGH4UoKlNEk4wBx2rEYd9NsJ69DqTRmwu4DQ21IJ+touSDnSzdONTHZzUY5zdcX/ZMjHT+BtRM+rt67H4lGj+fyuf35Qm57Lpv9WVvbgpbHH3/sPyvTVerOcTERU+si8QRx5bls5iez+FHZOsnLArStj10+eaFhDd6/7LLLVqtOMa0646Pd3d1DHR1rf7Sr87UrWUomOc7SkiKXm0qnoTQ6Cjz5WgBZS+MkE9oHPSqLfx9jN+ucMasaX8Ot1Vh3Ha4AgqZDKIkJwoGtjgFi14A2biPNtVAhToNj0TUdNxph8DjjsWhVAXFfJp15J5GIvRyPx3/+1FNPvflh50dh8pe7urp+0N8/sLJWq2VisaiXTmcG0+nUxocfffS+mfhMbH06ywK0rf9XPfzww3saf96wYcMNxWLxytGRUfBdlsfpCdZIdaAluymZpIVDLp0gJwCN5G8k5KS1+cNI9tSfifFxoS1ABtuyLhs0sLoNQCzbOCJzC6kOMNRHqBKhGFMvFo2NFIq57nw+/0ax2PqC6wb//dBDD438oedk48aNz6ub5//4s2rLFpcFaFufaN10003Hvv6Nb+wdK42twp+1Uo5s3C7z0VgoifN8jhVlmsOhWFGSvpn5fCDStLATNiH4Ybvb4FrUMxA1bQEG4JlDFuKZn5nOZtLDhUIR1RTvNDXFf6cuEL948sknj83WubJl6/8qC9C2PvGKuO7nW1ryTw8Pj5wf+AoqcWFO0ujisRjUahXVRTfBxMQEbd84kNUhYgQYeAPpqh2tjGDzSKC7YICQpgDXUBm4rUcyDK8Wj8dH8oXcYdXV729uzu3OZFJbVTf8itA0tmzN6bIAbesTL1Ep/MkVV1yRTSfT3z/W3/+XPT2HV41PTJBTA6V5Dk5lcV2J9pRIo0A6ZaNP1mqKwKgq9Lgp1CEH5OCL15rT2dFCoXC0WGzZn8tl30wmk9sGBga2Pf3005UPO74tW7bM4tmwZeuPLwvQtmas7r33XgyV/gf8q8DYvfzyyy8dHBy8/PDh3vPVbaYpEYfJqQpZuR0TVReYRUE24UXQLehnm7ODzc3Z3nwuvz+ZSu5Op9O/HRoa2v5RIGzL1qehLEDbmpWSdLb/kL+gwLptrDTe3fnaa0m0bXPYEEeNopaZZ/YBBeVfeulffHvDhg0/PrHvwJat2S8L0LZOSG3evHnwuuuu3/nW23u+4LqYilejNDwyoeDUbjGUtLfP77fgbOtULQvQtk5Yua7zz77nfYEs4KK0QNUcGQFlEks+n/vrE32ctmydqLIAbeuE1c033/x8V1fXd19/ffcGf7peYJMfyeemE4lY74oVK5984oknnjnRx2nL1omq/wX2OZXJg7GWkQAAAABJRU5ErkJggg==</Swatch>
    <Swatch id="01904283-51bb-4f92-a7b3-20c4e203e3d3">iVBORw0KGgoAAAANSUhEUgAAAWgAAACYCAYAAADJAHN4AAAACXBIWXMAABdgAAAXYAE8fGXsAAAgAElEQVR4nOy9CZRl11UleN57fx7ixxyZGTlISs2DJWPjCTAuoDDDWnRVF7S7Vje9mlp0I/CiC5axLVnWklVySsJCNraMsXHjLhZTu6C6TDN1mWJwNx7kSXMqpZznmCP+PL2h7z7n3PdDRFIyYGVkKu8R4Ygf8f8b/k/2O2/fvffJJElCrlxdznXnnXdmr7tu/zuz2eyPE4U3dprNMT/ws5T4FEch9Qf9pD8cDivlsXoYRSdz+eKX4zj5D+973/v+druP3ZWr/1pltvsAXLn6x9a99947Pzsz9Vu333rDPzt78oS/sr5GnW6fBmFIURyTl3jkETcg+CFnHs94Hs0Emczra2O1n7/rvb80zGbzzxWKhc88/fR9n/jsZ+Nou8/JlavN5QDa1WVX999/vz89Oflr8zun/tfnDz7ntztdare7FJlumW8I8eUR/8APffMAf9C7xXAwoKXVFVpeW82av9yRy2U/tmf+5z7yyw89+MVOr/+/me0/tX1n58rVqBxAu7qs6uGHH/7e6/Zf9bkjLzw3fubceer2+9TrDRiUGYPxgwd0jvn56KKTMOY/xubXvvmP/5wIiuN3PbON06fOBOfOnHvr+HjtyQ/cd+/xIJN7r+nQ/2A7z9WVKwfQri6LQtc8Oz39e/t2Tr3jm9/8Mq2tNmgYDqnXHVCcxAZ0PQZpAHIcR9QzXXK726FOt0dhGFEcJYRGOpPJkO/7lM/lqFDKUy6bpWw+y6+PzHNWVtdodX396vHx8f9w4IP3Hzew/lPvf//9X9ju83d1ZZYDaFeXfD344INvuOHaq//83JmjkyeOrBgArRswjaljOufESwScTSVxQp1+l5aX16jd6VBkOmfuqrlj1saae2yfAnTTnvluALtQyFG5XKRarUpZ89gzDffa2gatbzx19ezM1N88/PCBb7TbvX/5wAMPnN7O98HVlVcOoF1d0vXYYx/78P6rdvzCkUPPeo1mm5qdNg2HEQ0GoemUY+6Gk1iAeGV1nZaWV2howBuLgwmQWcEZ/xPrY9NjU4gFRNN5h8MBDcwXOOxVA8olA9QT41UqF0u8jaWlFbPd1dft37//xEMPHXj07rvvec82vyWurqByAO3qkqz3v//9O2++6br/t+gPrz347LPcEYeR6ZA7PTJIa7rjkKUZiQFj4O+5xSVaWlk1P3sM1j5vRYDb40cKzkJNc1dtIFuUHj7AOqGhAf3+sElNcyGolEo0OVmjSqVs9uXR4cNHfNNlv/uhBz/437ba3TcfOHBgedveHFdXTDmAdnXJ1SOPPPKT33H7zb954tih7MraOnW7A9M1hxRkfIrQPYdDUWckotKoN5q0uLQqjTKvFpIV1xGgOtZFQZ+/ebKQCBD3lPYw/xMmcaryGIYJrTdb1Op0aXK8RhMTY5TPZanV6tDTTz2x/+qr95/5wAc+8OPm64+34e1xdQWVA2hXl0xhIXD3/Px/2r97+seOvPAcra2vU7vbN4AZMV/sxQDR2HTSkel45TVRHNH5hSX+vZDN6Tfujs0zuIPG0+NNGjyBafMXg9pxHFsJiKC2AniYRLSMC0SvR1Omm66Wy/y8o0cP5ybGJ/7vhx9+6Nfvuuvun7vob5SrK6YcQLu6JOree+/d99o7bnu8vnx27tDzZ2nddMXd3pAGA9M9hyGVKyUaDoYU+QK0jKMGYBv1humw+ySPAM5CaPi+UBdxDC46ZkBP5dEk2miD+WxoSVJDiye0hz6L8dpgd6vdZTkfAHp6okalYoFW19bM75/42Qf+3f233/eB+78nZpR35erbWw6gXW17Pfzwwz/yxu+843Mnjx7KLi+vUrPZov4wpH7fALT5HpmOOQh88zgm5Ta4+8WDerNNnifaZtFAS39cLBRobm6aO2zopDsdA7KQ3EUwCxoQ55aalKNOtOsWyUeivLSvumrw01GIfbWo1x/Q5MQYTdbGzPEM6NChZ95y112/dOLuu+++7aGHHqpv5/vo6tVXDqBdbWs9+uijv7B/79yHjxx81oNVu9nuGFA2wGzAb4CO2QAqd7J+wJ1zYqkIItY/93q9kfFEQRbgWioVKJPxqZjN0Vi1YrrdNq2v1ZkJCaOQgRbdNVm1R6KktNIgXgwTi5DUvH/sO4oNKPdpaWmN+ma/s7PTLPM7evTInptuvPn0+973vjsefPDBY9v0Vrp6FZYDaFfbVh9/7LFP75wu//Tx40epvtEkWLYByv1e33TQA+52oXeGztlSE7HFZ3S15iuXz/HvAOoeG1V85qvR3XY7PUpKefPcITXqLd42Ctsrl4psTOn1e6bL1n4cIKya6shjPQh8h9Ktq57avMQAe2i212Y5346ZaSoU8nTo4MHq/N7dB++7774333///U9sx/vp6tVXDqBdXfTCYuCO2Zm/HivSW0+dPkkb6w0DlEOxbRvADAchBx6B1gVFge458WIKlHYAhqKbjvEcA5KlYpGNJj0EJSkIY1vxRkyVqMTOQnS+pKoPvBbcM3C3bDrtoUHdgXltpHkd4koUWZ5VgySqpZbm3aOBAfAh538s0U7TSZcM4J85eTp/1VXB4wak3+hA2tW3oxxAu7qoddddd1X3zM89k/Qb+84s1ZlvBkeMjrfflw56OIgoNKAKgGYTChYGhwacvQAtMlkGOmIAjyk0oG5pj1K5YDrwAYPtwHTg2UyWMn6RivkyA21kut9mo82AHRkQhiXcM9sslHLUNZ07LyqSXUz0uDtHZx57qv6weR/ous0DWMnPLS7TzrkZKhcKdOLkyey+q/YBpF9nQPqZ7XqfXb06ygG0q4tWBrCu3bt7xzcaqwtjALlW3YDzQDtn7X7ROQOcQW1wxwtTShKykiMTBGI6Yb1EYjrqQEAckrhhyK7CMIyZe47DiEOSFhZXiDeFTtx0xrlcjqrVCn/Hoh84adAWQwZqP+3OZXGQxPGiQUy+PmaWOpZWPmN+2THADh323OwklYsFOm1A+pZbb/vqvffee+MDDzxwcjvfc1eXdzmAdnVR6sCBAz+Qz0R/tnD2RBZ0QN2Acx+BRp1+yjmDRw7DkLngKLVrC0h3ux2qjVV4ATBRzVyQCVj6Bos2wBnA3OkinyPDIUhDs73EtsO+OAyxj+WVFcoYgAaYttod7tIVb832DUhHqqn29LsaWGI/Eedh4qlVMTEXCPkZKpGFxTXavWuWt/HMs08XXvva1z9l7hj2PPzww81tfOtdXcblANrVK16/8isfeqcf9x5bWlr0JicnqL4htEbXfA16iAvtszswVN45iRNVJKN7jhmkQT+Mj49REHgso4s4wY5oemqCqpWS2WaDGs0Ogyks23D+IREJ28qYThuyu1tvvo5f++zBFxiYm602/x42cqY0kO2BLt0ALLhvxnZ068pFW3NMoqoR7qQ9zy4jsrJjcXmVdsxNU9ZcPJ5+6sna7Xd8x5PmT/u35Y13ddmXA2hXr2h99CMf+fjCuRPvHHR6NDUzRfVmwwDykN153Dl3R+AMNUWcxOmCHIM1yc94fqLtMKiOJBY9M8KNhuGAjSzQTg9aIb+iYzrzarXMQDs9PsEd9FX7dtPZs+fFul3I08b6hjmWLudutNot8ReaY8gacE+GMUeUpvINBmkruZNjUn2fSvISvqTADr4crNPOuSkOYTr43FPXPPzggc/c9b57/s02vP2uLvNyAO3qFSkoNfbs3v35Y0ef//6uuf3fsWOalpeXmTfuGvDs9nu8UAfKYRiFLHlL2IwnXbN4TjyyFkDWRZuOG+AM08pgyCEatHfPbmobAD6/sMCACYAHOAPc8ZqZqXHzu9A00wGdP7dAjXqdX58zIDwxMU6LSyvmOHqp+ZuXANF1BxkaJrJQ6SkfzZcHjyxMpxcMjjwlyfmIo4iajRYVChmaNNvHIuLi4tmfOnDgwB/ec889f7aNH4mry7AcQLt6RWrv3j1f/9sv/OVrAVxw9J04cYbphCiDbrgrqo2BaJ3DMNYsDVJKg9QZGJOo4TzTJcfUNq8Dt2wjRAGQywZgd+/exbbt0kaDCvk8nTJdMhYdMSmlybnQEW8/YzY6XqtRpVA0j3usl4ZED/pr3p+GeMDIAhAP+Brgk/TGNtvDXEA8Ma5wqbpjc+g0BgSsrzd52yXTqZ89d9505fn/ePfdd+9wbkNX/5ByAO3q214ff+xX//T5p598rcE4Gh+v0eHDxyhnwDlrwLPekOwMdM1QZsRhzNI3iQkVvtnTyFBAH3QbAF8vjqjT7lJhPMdACU00h/YbcL3pplvo1AmzjyBLs9NTlMtk6NkXjjBP3Gq2qTo2xl3y8lqd9pmOGwH9584vU6vbpWIxZ7bbISt2Fl7ZF0A2J5AJvFRRwrx4evGQHzxrYMQr7Ou8hHXd6/UmZTJZymZ8OnPyVOG2O+7AFPHbtu2DcXXZlQNoV9/Weuyxxz7eXFn8EXDCANzjJ04ZAAuoVilzOH6Hrdx94ZxNpwkdM6vmoHuGQgIyN5IAI58VG/ijOPzQEYcR/9WAZ0BJhFFWIeWzGXr9G95A3/ja12jHzp08PPbQkRN8AeibfWR7PQZ06KOz+RzNTE+wimQQDgyABrrQR4y0Ptpm0BpewNNWsG/QIdBHo7PGBUVykUavCdVx6NtmWo6Y1jeaVC6WqVLxKTS/PHL40K0HDhz4+Xvuueex7fl0XF1u5QDa1betHnnkkX8xWS28c6HdotB0xceOneKOc35ugoFrvd6QdLphxDQAumVeCFTuWFQSErXvmweBgiCcfZDRMa88HFI267OETjjnhL7y+FfonnvfT+Vqlcyf6IXnnqV8PqCBAVRss9Pp0NzsNLXbbdY7gwYp5DMUBBkeIgvwDmNJsYMzMTDgnwl86ejN7wH0SToiC2aZDJ8HF+R++gPrqO26IvTSZltrq2tUzM1SxlwYkDPS77U/dOedd37S1HA7PiNXl1c5gHb1ban3v//9c7fefN3/+ewTX6NOt0tHjp+k/iCk3bt2cn+5vLIuU1EwwJXldBHJkqAAmSglRMXh6X8J54YKQHuqYwYwg4f2kwHL56DSOHXyND391FN02+2vo431JeoOe6Jdju3CnvDDmDkIY8xGq4X0JQPMPh8HS+tiNXEbkM3mMsKHA5j1/Bi81QrOBhXorGEr167Z0h52f1hoRKRp23Tva42O6dozlImIjh5+sXDrbXf8jnnaOy7+p+TqcisH0K7+yfWOd7wjePs//74nDz39RH6j2aFjR49xWtz87p2sW+bgfQPOotaIOWyIA4rsQhun1GmWs2fHnDAyc4ebQXazJ4DKo65MN5posH4SezQwIPubn/kMVUqfpa65ODx36DBnSfuemA4xCBaqjG67SydOnKSjx05QpVLijhjHhO2ATgEAQz+NffaGA6FSQNCo1RtdfaJTWvBf3hwHuGaN/pdun89DumkJXwpoo143x5ancqXA3fjS4vmfuPfee9/jXIauXq4cQLv6J9fbvvetX3nmicd3dE1HefzEGYKsbtfOHRxyVK83eXQU+OPYAnEsDsFYF+VsB2qjP3kUlU8MeYEnGRysqsj43FUDxCG3g2vQBxVhULhpLgy9fsh0Rqvd5wtAosFHExM1lvRh3w0D0jDJrK03qVjIUy4XULVS4axodO/QR3faIrsL1ISCiwGrR0hT89gok1AWi4jZjCbpaeqeJwubzO2Az05A5yS0sl7nxUkv49HC4oL3mh27fs9s7ru271NzdTmUA2hX/6T62K/+6m8dPvT0671EFvbAE8/MzFDGdK1QUEDvjNB96IPBI0dq4+bQo0RVEL5ujAFutNImU1EMTGcEoLOmCw48yeJA99rudqxXhLvw0Fwg6o1WOmwQfysVcwZEfWr1xAwDSV+itsCOeT0EHOCci8UCd8/ocLHaFzCznAj/bP7rxX1WZFTKJcmSRk51lFDOvDYOPeaqfXtDQJQOqPX05NDZN1sddkOC515dWXzL+973vqsefPDBExf3E3N1OZUDaFf/6Prwhz/8i4cPPvk/IdsCFu7xiTEaq5QpD3A2XTOcguCMwfOSKiWsGSVWOzejs+VxiTSwyEtHVkFVkfU9pigAkByEZP6DvriTzXHQEmzVDPpwAZqfywaUhwZEsU/I/Bqmi7cB/Ry25CmvrZQyZh4OzcUkl8tI0L+5KIAWAaUyTHJUq1b54nJ2YZGdgqVCgWJzwUBAEx9LyRxLt68OSDHQeImdjaiLj2bfG/UG29IDcx7nz56j62+8+aPmCf/Ndn1+ri79cgDt6h9VBw4c+MFo0Hr0+MkTVDMgSNoZA0g7vR6rHPAFYESHCirCLrIliTVwJ2JQ8X2lBxSczXcAItMaeK0f8IJg4Au1wcBtvqpjZeou9ZhNYEOJ2RYCkNApZ2eyrIuW6SwhT1UBZQFpXw+WcFAu6RgA4oVCqEvarR7PHMwbEC4VchRGQ7r+2qtp/zX76M8//wXm02HhLmBQgJ15aDZTNI8xfZz10ry4aaeHiw3cN9+R1of8kUzF7Mucdr2+9sNwXN53331unqGrC5YDaFf/4DKgck0+Q3/ypa98xQsHMQUJwC2ktdUNdgdigQ1uwY7pNnOm0/U9Lx3EKvGgsogGZPUl35MB1/eFnQCQApjRwWa8QOzdGfsl3TReVi2XqFnuMJWC+FBWbZg/gFJZX9ug6ekJmp6s0fvv/iVWkTzz5FO0sLRgjnHIAH12YZnWNxq8L86XNheYIQC3gIAlYsD3/QxfLBqtNhVMZz5BNdY3DwYhlcz+W+b3cD8WzP65Ew8jXvzkIDxfOHPOlTb/OzTnDpqjUi4ysC8tLWVrE1N3mj99Yvs+TVeXcjmAdvUPqne9613F667Z940//7M/zg6jiAq43TcdYqvTk3FVBqBBAzRbTdOBFhnc0ElivWxgADBMNB4O/+trqoWfrhKyOgIozYuD6JqzpoPOSDcNbXIGgGm7aLPRqckxplLQrYP3xsLi5ESNmga0l5Y3qFar0c75ebrx5pupNjlNX//m1yk0F4/Tp8/QTkxUMWB5fnGFQd3TY4A9HA7DvJfj/YCrDhdDmqiNU7HQ564YgB+ajnt+5xwtmZ9huMGiY9jq8mKjrwuFnp4fX5TM74caqwrzS998b7db/5YcQLv6e8oBtKt/UF137TVP/NXn/2wcEaG5TJZW6xuULxWYOgBItk1HuWa6UoyS8rPK9/o+AyC6SxEMqxPPH/HP9nmkUjuAr+RhYHEwYAUHjCWwX4MCyTDwE1WKJZoYGzMguywmEk272zU3Q8dOnaUjx07QRz/2Sbr+pjuo2e7SmRPn6Ybr99Htt0/Rc889y0Npp6fGaXl5PZ0KjsOrN9qEiBAE/yPwaO/8Tuai56anzD6L1Gg22REJYJ4wFwGAOE4may4o/YG4HX3lpG24P+h3xKZioTKb4eFb1G7Ur7/nnnumDhw4sLptH6qrS7YcQLv6luvXfu2xP3ria1+6AeFCmSBLKxvrPD8QnWR/0Gcb98raunC4MJOojhmGDpmgHUtkBdm8+yQ1pShGc8cKMAbfYUP4uXv2JRdD6A2P6Q/w2tgGrNuNTpOajS4HFIGaKJbynGS3tLxKTz71NLUa65TL51mXXS5k6NzZ89Rt92hycpI7bygyltc3rNWEaZCc+cK+sR8A8a7dMxT2h1St7KT19XU6dW6RVs33q02HjkPB+KxKxaPheoPfr0RXCj0byqf5IXA0Fksy7HbdvF+zO3bfbZ7+S9v0sbq6hMsBtKtvqR588ME3Udj5sZXVNaYYNjbq1DHdcjabY/s0QBHxnQg0Ah8ssZzCB3N2BWR4nHXhc0cZq2pDpRvcPfu6+AeJGxYF0Tl7vMAoNAdeCwDPqAuQYR3PN6A7Oz1N/e55jhjFpG90s+h20ek3Wi1aWVmjudkZs828SPnYlJLhrnZmaoqngYNXxnN5kc8cLC5E4LDz5nywrrljepa6nQ7V6w3as2cnLSyvsXqj00P3HPOxIxcEapCu2RY249kAJl9mZ+HeAWFRkbmoIQcEFvNerwMlhwNoV1vKAbSrb6kM6P7wN594nJPksDCGXGW2Q8cRDc1XtVKm8fGq6ViXCLNdebFuMGTgjtl1nbCl249sd0zsEPRVfidqYX3sC70BwMsFHmuN0bEzB82qDgF6/g9KCrPtiVrVgGePzi2Y/Q+Jh8Viw/O7dtDw1FkDpqtUxOTv4YAnqsxOVumq6+fp/OlVqlSrVCiUOOD/a998Ss84ZpciJq+MVUpUq5ZobLwm+u5uj6bMz1fv2UVPv3CUllc3+L1gKaABaMjwBv0mq0SsgsMHbxLLufU5x8Pjx4Dvfq+7b7s+V1eXdjmAdvUtlQHFHBa3kLMBqVmk061hgwbwhqZzLeXz3CniP06rU0ldFCYcCwqXnu+roQOg7cu9v6dpdZwIpxI7ltxhvBVacV8658DPqLrDGlGU42Zw9DlqtG06+DXT3ftMgYhEb7cB6ZOnz9LS4irt2jlHPQPklT3zVB4rUj7AFHCP5m+ap0PPH2T982AY6TkLtYGhsC3TWYNDH5+oUaPZ4MS7Pbum6YUjx0QDDQ12NkvZKOS8EeLgJF0Q9cRBKVbwhI0qw3BImbwcv3lvsvfee++eBx544PR2fsauLr1yAO3qW6p8vrgLC2ora2t8y14qma5ybIzmZqZpYmrCdLkZA1AZet1rbjPd45CpBSyuQW7XarfZpYduO+SI0KH5LuDNygvmnBMZG8U5FtJRM2T70jFDBZLNCgWCC4AoQzyhSoB85odcPkM75mZYHQH6pVAu8SIjNMt79+w0IH2OO2K4BnPFvDn+mkShXnUVvf51t9L5s6dEXWE6/2wup6O1EpYQHjx8nI598jO0b+88zxycN/upVCo0v2OGXjx5XlQaSM/zE54OQ3YCC9MaozsFzvcwwB1hBTIvjvBGs0475/f8qPnzJ7fzM3Z16ZUDaFcvWx/84AdfO1Er/+udO3fS/muvoQkDbJjMjW4QYfshzCD4GoRULZnb+0zAgJzPBhzrWeBQIZHCcZpdIrGhAMK+6Xiz2dCAZp4Kvq85HdirOg1Nx20pDzGy+MJXe7KsiAAjXntE551ETEXMTk3SaQyj7XTMcZa5S0XE6N75Xaa7XqdytcjAWDDH2TF/u+GmW+jqa/bTEAH+5nntrqTh4S5gbKzKw2XBG2MC+cZGiw7lj7EhZu/8Dg5LUqkzL2LyHQO3y4kk5MmoFgmGUhmfjciDccf3xB4fhYM3kQNoV3+nHEC7umAhoe67vuu73js3O/0/v+6OW647/MJzNFkbo2anRWfPn0EGkCTMme4364tTMFGnHr54lh8kcgYEYwxhxUZZSjdki7S1UkfZLFMEq2sbPIqqagCWARgyuzhgdQVTH+wkFLOKDSWyiXGxTvgmZiYSmhyvmg6+RwvLKwZU22woQf9aMheBbHaaKYZnnnuBQnPBGCvXaPeuXQbAC1QoVXiBkR2RZl9VA+SYhlLvC5eOE4BEDncSOOaV9QaHKEEzjdfgQgJFix3fJdcZCWxKktEEFjuEwCP1mkf8nGu267N2demWA2hXW8p0zLd///e99YvPP/tk+W/+4hQ1m5g+IgH7iSIP37BLnhDzwlBuIK1tzHSsBdNdB36WkPgcqc4ZC4IRKINEzRuYRIKkT9NlFgrI2PCo3e5Qy3S9lWrZXAyq5m9lAXgiBW1fZW/iMmThHvKcfY9Djdj4EiYM7nMzUzwtfMUAP2iNSqnIE1sQuARe+eDBF+j551/k5+UMSF979Q5645vfSJ//y79hcC6aO4FCsUhr63Xl0intfFHihhRdM4AWGdKFXN6AfiT8OgkEo9LuGd99GTLrcwaJTIwx7yyonqmL/DG7ugzKAbSrLVUpF//0D37/98vgXgVkE5WMkSx+eSONnE2Tg9YZnTNHdQaSNjdeHTMdZp4BDDkXPL0EXa8BQBlDIjRFNIyZ7y2aThcKh/WNOifVTYxVzfZnKZ8rUJIXOzikabBfB74ssMWJzx0t6AIs4ukMbu7sZw344hwgCcTCYLFU4gsMFv92zM6aO4EFOnr8FH3i13+dU+rGzB0COHKEH3ms35YFP+wzIrvQ55kLSInPu9FoSRI0LiJxwvGnFdNNt8x74KukjjTnWgeASwopaRiUvofozjvtVmFbPmxXl3Q5gHb1kkJ4z+R4ZX4QCVccJ7YP1KEndoA1qeHEJs8xN2z+QfEUbIBuwt0rFBdw3iHlDuDb7LRlWrbOH8GzM7Hpav2Yu+FcFvrnEq2uN6nbGbDOulqtCGVC0j1n2GGYZWDG/mEAMXuU41DaAECYzWV50RD0Q73RpBjdebnM+8Zx7ZnfQcsra2ZfDbaqL6ysskyuap6DvIxet0fjppPvsxknZHCG1rvRaND09CT/vLi8SsP+UGgR8/9Nodkx1Crg3CkeTSinTaH+vmaNyPQV+b1v+WlXrjaVA2hXL6m1tbXsztlJnXCd2PBMsUBbUwmRSuHku6+J+wyW1oxingPOGGDaR3qcATUsHNbGytTrDXm6iZ3eHQUxc80B66IzFJLkRQPk+v2BjJ7SBTUOUEJ4PkvrAparYSOByvs8TbWzGdFwIs6YThqGEFA1sGSX4TZkFYjP5hU4DBeWVhiE+5E51l6dOp0+TY1XWeJXrhWZ9uj0uvS273kzy+wOHz3GdwzTk3ArrvGAAGIOPpaRXJp9Tdp560wspjugduGht548BjVTKldb2/ixu7pEywG0q5fURz/60f5v/9ZnUvBNO0DPS8Ha9noKiTozUIavkuZpZFRp4ctoFH5OCJldL+LOttuVUVT94YB10QkWHLMJ89KsfohH0aRMWnA+h8/TVewFAcVUR1aUECzB06xnnnnIDsaEcpmAZqcmKDGAig4e4FwtVST+1Pw8PlZle/rZ80us8waQYpFxvSF50j6DqQQ1Dfo9cQCau4HZ2VlaXFii6YmquVtoyDgvcwDgvqFciTo9jViFk1AXCc1/4+aOgDt91Qj6nKVjxUgAACAASURBVFUyPLdNH7mrS7gcQLvaUjGLlD2B5MRO5ts0lorVw8qhepKfYWcJ2pGCngIlcjfhPvSUd8XzYA23i3VJoqAehQr2iaa/UcrbetBKBzbIX4ws5MkUEzgM8dpI86KFbhFiHH9HZwt+GN024kfjVeLxVi1qU7lS4ecARAPT1e7dM0910+kvLa+wWgNTUKoVRINmuBOHcQagX9+oU8R5HSFrosFlj9cqtLza4PcL5xvFPt8xcEY06YIhD5vN0MRYRS928s7mzO/Mhezr2/V5u7p0ywG0qy0VhsPIgFwGY53ikRZBu2lhUmHISNT5xzIyPAUiBQlAlsA6n+2C6Ugr4OZ4bYwOH8XQ1jIv4OmdvyTZ8dgotXZ4QpNgYdJ26ZDajfp3uTCg/NjnPA5PtdKmVRb5HYN0IjrjWCabQCpYN8+DYiQx3XQNIA1nn47hgmW8WipyhCjGZ63z7MIChZ5kihw/cZIBH/nPoXnNxI5papptZTM9s++AFlfW1EWYsKqlz+O+dJHVfM3OTMpxJnrO5v8wE3EQhr99kT5eV5dROYB2taWiJDH9o2kbsYC1Sbfr68+xrhTKopyUr8Nc7aIX0wz8lzilI8Zr47TRbFIdLr983gCXLLyl3TayKgJJ5vA5QDrhDhjdL2gFpkp84bntRcPSIOCdGYx18TGx4AzaIYqFfoiEm0ZWBsiZtumQ6xsNjhHFCK1+byBct+nud5rOGEFJWOhcrzfYxo2sj3a7Rzt3zlKlWmE6Zn7PPuoiYjVo0Pz8Dlo03TcuWmUD8ryIyTZ20UjPzU7yyCuy76M55pyXoUKp1D5w4MCLF/2DdnXJlwNoV1srjocw30E3jGRjTxe5EjZa2DB9WSTkoa4+pYGhAGWDp9xBBiSKjkS7YJhANk41KAqHvGgnr4o1o0LUGEiyS1hbLRkWUST65sAT7bOnfDaTGGjQAbzsTAx5m9BBY8GRHYnonEF/xIlI8bSTRsHSzVxzH1xznaoGpAGeHcwuHAzT5+zcMcuLh5DwwYTSHcBR2KFbrr+aVgxw33DjTTTsd6i0tMIuRiyKomMGPYLFQtAn4NrnDOCD60bZCGy8P9hHkM39Pxf9M3Z1WZQDaFdbahBFfQNj1VihxEtGagPLO0v3Ks/3LAUR2Bv5TX8WGpojO9GhIgmvZ4AuZFWGduOWezYgHVpeW+V6mNrCDK5O+EZ3mpjfeWwLly401AnbQlVg25L5MTT3AZC98d/BNTNIJ0yh4DuOFwoOcOJN09kDvMcqFZ5FiPwQUPFsQjEAC7AtY1DtoM/5IcjqyPNE74S+961vo/Pnz9OZU0cZcIcDkfxhMRRa7KnxsZe+d54YWUyjjsXEuNsd/MxF/YBdXTblANrVBSpBKCibM/gReelPgabP+wqiuvyXKjx4kogFcE8R3IBpoZKn1Y0N06H2dS5hzMoIjg/ypYPm7Zr/YoPorAgxII7OGLGfgS4SCrAGPAeQO+YoYRkecjPQ6UaaJsdfBpC5c9bvAOBYO2juvD0Z8AoXoGfOGF0vwL82VqGZyQk+VrgQ0RHLtBWPszpA5Tzx1EGW0f3F5/+cbnvNLVQuVenUqfM0MV7jgCeoOCCnsxZvfg+Zl5f3Edso5YtUKo/91scee8xNU3F1wXIA7WpLGaDl3jHNk/CS0eBXZibUtuwl6UKdLM5ZHloWD2N1IALU85ks1TEmioFU+GIZPyhB9nbTPjKjrQzE/HrQ67ON24JxEoi9O+KumITCUI6Zu+dhzK7FKBJKAlplvDZMOehNPHUs3DWuI9BEexkZMLBRb3IiHTKux6plHvTaand5W6iQ5EKC4zx56hSdPH2K1FDJphouveuwtxK4Q4Cqzk9Enlgw3bi5MLQ+/uuf+umP/dqvX+RP2NXlUg6gXW0pc3se+Z7NkBgpMxiQFTyV/BCdciDjnXih0NcwI19m8Xmc7xywnK6DgapxqAt7pMYWO7PPvD72VI42mjnYG4Q8eXvXrlmlKORCgE5auOGQB7H2wyHrj0N8DQac6Rwy/xyzZI47ZgPsiUVSlA51tcfJihFkhpiDw2QVXEwA0nAWTtTGOGsaHTUckUKVENngDR58GycjRQvJ8Sf2LgJSQ1+05TDalMpFGp+c+5nYtvSuXF2gHEC72lqegcpNemLLCXvaRdv5ehK2T6pzJnXvEVn1h6+6aN/8K0O2xnDQ16C3mMFfjDAxBwgx4PnSbQaxrwNlEwbl5bVV6nbmGSjRYXP3a0AXgIxueTCIeHoL4k4HmJrNFEeo6o2IgRkmGb6Y6B1ApBGgOG7ubJWawcIo+Gqgab/bY6VJaLZZKZXYzFI234fRkNPsup2upNvFyoGnahch3nFRYlWIvpdwI8LiXcznMESgdf+BX/m97fqIXV0e5QDa1ZYqFksRqyp0lW+zqcK6UOR3/uhxsGkSijbcGRJjBxYIYbMGaHo6SJadf2p6iSlJt8ndNkW8MEfaoaNr3Wg0aHKiRmKdTrgzBkADmLHIBxBFLjXS5MA9h7Fw0QOoQKzrRecD8qJnLDMSWRSobknw2tbGzk83T0RgUj1q81QV6KEhD0RyH7I6ioUcUyGgUoZm32y8UeOLuBQplRvKvMWAxspV2r17ljqdXnjRP1hXl105gHa1pUyXF1kThV3kSsPmMfXEt9SFl3bJXgqwFrjFIIJfItGuWV8cZVN4ArBkaQHdb+oc9JQy0N8hLB/c8qAvmAbGhemMgQAjeON+X4cGMM0h3POQ1R2xZkZbD6SIkG1sqo0AjTXv2f4+sWucOERzrJzWZ4AYo7ug1ICqI5OFUE4yV6HT9mI4CGWbHkv7JAkQOm6YVmqVsrnIjFNsuu5Gu+uRK1cvUw6gXV2oIs8KjQFS/giwfMle04U8Eo7a91OQFUu4JwuE0JEZ4APFUW83ZWEv0X48kUxkHnNlnhPImqGYW3RyipTK3HIZ6g16prfOiJXabAtUBk9mMV/CRYcKzrFMboFyg89Bad440ZxmQV7VkGBoy+gCNHLBjLh2vWjEfNEx2x0kzEMHescQaO6IpWis/b1gLkyYTJ434Jwz54ARWaVijp5+7jBNTM84gHb1suUA2tWW6nd7kafSMBFsyALX5k46Sf+HNE0usKO5ZcFPARfZouFAutuYFwcj6VMhl8Pqoh8pncAv5I2yqiLw021jsQ9d9KAsi3Msl1Pu1y4SMtURKkBrVKp0skI5SLOcpLAslIYcK+OzpSSsYDAZXWySJElPlU+fFSi+hvjHzGHzpSseTSTH+wGZHTprXGAQQQojy+kzC8yZy1xzV67+6+UA2tWWGpp7eUtdCPOcsMNPysroPE2pE/OIuq6ZLhC8khFYWfMduco86ZqRGF2n6KBZmcfKNV8W1UhpBk3HE/pB4ko7/R51OgPz+z6rOjAQIMh4vD0s1A15UnasC4JiRLHzDXVuuHbD0sVb+aCn4db2DsEGQkkbPKJ4XgLiKjMU16SYc/hnn1IzDbpq/A0TYWCGQd4GzuH88qoNjnIA7eplywG0qy3V7w9ClskRjeI7PemSUyZAtcDSZQrWiFZa53GjQ0UAf6VMS0vLoowgNJ8RAyYAW7Kk4QAcqq9FUDLg3GcvXWwMByE1mi1WQDTrmAOY444chhV0p7w9DiUS7pm9grFAsu2eJbJU7gZ09VMpDCsYFFi2mrc0xIkEmFMrTmqUHClaUiclyXFzB62dM/jqcjHPfPVzzxzm4+K5ii6h39W3UA6gXW2pVqMRtZttyXNONRzaTfoaiGRdhNpxJp4/sjLrmGs8J29Aqmm2xXP9IoE/vB45eSw/i+z2k00gjc7U/tMUCMU2+r0+FbJZioKItXGcxcE50L5auUMB2UiZZp4baO3qOrgVf1E3pF2VFDBO0vOXTtnXbXgyR5ASNQF6bE8XRkakgYk6A8kXKSKiSREhimkwMKQg4+PwsZPUGww5DIoXK31Hcbh6+XIA7WpL+Zkg2jCdKsLqUbIeqDGjFoEtIJOoKnw/kdt7KDtIqAXMBWRwbXeVr900oWUoOmgYyn1tV0M1xqCgfLB0Cv7Y6XSIigVRS8AmHiIL2ppl9DgUsOM4IbuGCd0HDwDgE7FSbdUqJ5b1TtJuWfhwT7pmq/ZQA0rs6R2FerbTuwXfDrL1eDEQF5dsJkvFfJbGymVaXFqjxeUNstGAuFiMllVdufr7ywG0qy0Vmop1cS5jgCadouLZBtlLbcx2SjdMGHaBL1FCGjQrRlZBXQEQjiyP4Mlka1lzTBjgxa/ipV6XwBplzBdoAozJAmUA6VqAxLosgJh4obFUzHMIP9vBY9lCTCOKIrFywVGTnHbMdhAsQ7FeDHzt6GM9B7sdq8wbycEVon1dHGRw9lmCh2MumAtKu9OlF44c16xqC8rg332H0K5ethxAu9pSmWw2rJnbclHEJS/hnblSaBFg8n1rXpE/BLxAmDBYff2JZ2hjo0nYXrlcol53QFgXZCef7ZCt/9rToa/YsvLdCDJiPTHFbL0Gxxz7IY+WwmuRKAf3YH8wZOWGVZfYn70R/Oo50KbvSfrAUhiyVCn9LYO8jtKSnOjRQilfpoTVYFs6+HFeFMwh6U4uGhnTSf/FX32RypUyFYK8dM+W23YEh6tvoRxAu9pStbFauGt+ns4vLYupI6E08znRgHweQcVZzto5E/HPzPmaX+WCLD1/+Cgtr66zyWR+xzS9/fu+hx7/6hO03urQYNDnDlhu+UVNkShvjAKQgS6wsjrQJUOOEB3y2KgAVMYgYY632+mri08XBSNJyBsZThLNxLA50klKbYgCQ8OTUhomTtUoVrGRaPhTkEh/7alZB3QGABwLqFj8Q/fMbsN8jr7x1LO0vF6n8liVlXk8i8CO//I8l8Hh6mXLAbSrLWVAJ9QQaJG7pdQEqc1POmWR2HmaxYHnysQSSPJi0+1WCkUG2ch0uLlcnk6ePEPVaoEwR2V5pWteq+wvOwoln4PxMKaUZoCEztfgpTiUPGdOp+v1aQqRoJ1uyjvjv0G/z8l0vIioFIlvFx8VhHmMl7ayiXAyqncWzESHb3XQljcOWGoofTVGW/np0AKf7yIwaLyQybI5Bc7JY8dPm68zfC6btwNcxmsKhWJ08T9ZV5dbOYB2taVMhxla7llSRZOUQ0WH2O11qdPuUG28xgFC0nlKx8lSPF+mb/cGA9FRm4762InTHC40NT1B9W6be+/Y8hFKcKdiN9ZHJ2w84RgjZSIQoA+aY9hq0szUNPW6XVGHYGsx5IF9kQbq3IBEFx0jPQcAaqwBT2wwSUa2b2/Td+GjlZOOBeAB6hDwYbILUzqBz7w7vsCNQ7GRzWcpyPm0srpGX33iWTkfTQD0rK5aeXbzfJfF4eplywG0q63lUQjdrs2uSFQSga4RUrYbrr3WAO0ULSyco3VzC5/qi3UWITpYUBI752bp/OJKmujWMYDdX1o1QDs0//BYgiETVdQizQt8mwDSuvhQHJAURTygdefcDHPR6kfn/zgrI4qZ/ojlBcJp60xD7AOJdl7ipVpn4Z5lCjdPL+cGOU47by+NV9UAKHVH2q7ZzwQ8DTyXlYkr2A/mF37168+w3TyTUVbeJopuSgMcDIfti/mRuro8ywG0qy0Vx/GQrdtKAbAl2wBLoVCgleUlmpqs0b/5qf+RFhYX6Q/+4D/RmTPnCE9m5UWgXwbEdszOUa12inq9PifMdc133x8wWPoZFe3FRJaNjb0RDUE8yy8rgUdEzDFDDTI7NsEyN6TV2QhUGFSwfdApzJF7sk3gPnIwypUqra2vaxaHqDw4fN/KoYlSOV+yOXzDtww7qBtJ12PKxJeLEI+1CsTSDf65Xm/RN558jurQkGPqSzySANqyKpUkiZcvyofp6rIuB9CuthQojlSRoSCIIa7NVoNKpSI9/dQzdPjFo1StlWlqokbHjx2nTLGoxhCPJ3J73NX2mEMONTQfYIXJJsjpoIxOMyFwvt6oW/cVsMEiZKTzRXeM3OdyKS+B+jqCyvclqQ4qjlyQYeUGzypU4whkb1BQrK1vyJgtEp00cjuss9GzdnVfLiqMz7GatzWXGlNcglQWKNINqDYynLkhShbs4/kXj9N6oymdf3oxGNnI7fuDcx6G4do2fLSuLrNyAO1qSxnwigJ1CoqqIeFBqe1WhyrVMv3Qj/4o7dq9kzbqG5zBzHyyp1pgX14HlUe33+UJJ0wbJMkmusJPx1TFOjw2skoL28EaVIOG2uZCI80OnWqsMwbZ3RcTBzEFfpAqMhLdHo66VC4wBRNHcnGAzZx5cZX4yWQXVZHgtZ6V6SXqI4x5HqJvEDoE16wZJCyr4849oX4y4AvQoUNHaWW1LlPOiZRnhqpDpHki3hvJ9MwFq3WRP1ZXl2E5gHa1tTyJ8gFwRWj/kB/hQY0Rcgj/G97wWjp2+DDPGNyo16mYL/Bz2Bnoa6dpEKrT64nCIhKFhjX0MWOADjfr80IgR46qzY+BXLtbfMff0d2C38W0E57SHUeUjTyOG2VwVkRMFwXNwzEDzs1GWy8CIqTDVHHuvb2RDhpwWjZ3BQOE/oex3RAmm7ONm/NGIskN8Qp5Pg4cD6gXmFAwYPYF0zmvrrd4MRJ3BWKRF5NLGOroXU8WO72YRmOwXLl6mXIA7WpLGSjxkcLGlmd1qQzDAfO5eAzK4fqbbqQTJ0+ZW/o6zcxN0cryGtkJ3+hKfdP5drtD6cChIaZI5XoiVQvU/JEgMhSLe2rtRsWa1RFrmH+QmjoS7lqBo0kYagazLFCy/hk/mz/iOLsGjLGgyRnOiShC7MQUuYLEDL7TLNXraEypSAtDzfJgi7jmiYAP93yhXDAgAHcTszOTdObcIi2vr5ttR5sMO6JJ4Wky+SxTIbwIye9s6kt05eplywG0qy0FTMVg0zR5A/K0xAYQxazCOHPmLP3mJ3+DvGyexqqS2cFKDxK1B74AfCIri8nmXLAjPPK065WOWPhZeXFkx1OhU8aILHTkuUxqYgG8lQoFA6w1Wl5dkwW3WDKZMfEEQIrnYW4g96mxTvwOLdOtHLMBzenpSR5ki8VLnlmIQ8PztMHFQh/GWvmBqFKg24bOutVq09TkJC0tr9PZhSVO0rNaauuOBEcNR+HM1ISEOZEsWvpWWujK1bdQDqBdbSksj8mMQR36av6n1+mxhE1YhICBrGW61LxB1cmpSVpcWhGwtCFt5jWD/oCsjMH3N9mtfXaLqKPON3it2dCxDdindK4fOmXmhJPRhQLA3ysVaNeuHYRQp263y7MDeT8GSKNQ8qaxO3S2WBS0XasdPDBRG6dev2fOoaMTv4We0CldHMo0Vq3yAmTWzzDn3DXgDFpjojpmXjug0+cWqD+IRo5DLZwrD5gtF3mhU94CX63zxFcIL0mGr/wn6epyLwfQrrZUHCcRy+xsz+kjxD/kRTp0msvLi3T7Ha+l173udfTss88RD+JDZoWGC4EKYHUFgDGxdmmPO1A2+SXSibNSw5dwe55fmBpe1IqttkJI7PpDydrIm+65R0NaXF2lVqdNMzNTVC4WaeH8EgWm0wb9wmFMmq+BSd92jJUq6WisUuEFw/pGi2mUOBGemqNLGcF9qtWqbIQJTEeOCwNGXLXbbSqVy5TP5+nICcgHB2QzRJJkpPIQTbRnALqg72jC5y4/cS+N5w+24aN1dZmVA2hXF6ikn9FOWBbvRKHBt+7m8drqGm1s1GnPnl108JmDNAg13zmQxbHALrSFAwZ3XzMxxNInXTMDY2wDjUhADqoJ5YzTAbOWlzb43esPma+ulIrc0XaSHp07t8i5F15GFuTkoGWHoGI4h0O3gZ9KpTJfaFZWN0Q5osAMbttaECdqYxj7pbSEx8MB2qZrL2FsVaVKy7g4tNqiAPHkcmIHG3BYkjmWiYlaOnSW9GLh2YVCWTXsX7zP09XlWg6gXW0pA1orsC5bIwebk3VaNcDo6JEjdPMtt9DOnXPMEWczXjqO0Jo8OPqTu+ZAMy5iBnkOIYKJRBcPSeNBxQmdxuYxSFvtME/l9mwGM3KjY6qbbrZCBd1XT4fYijwDr5udnuAgpY1Gg1rtLk/7xiSWgvmCFRtYzuoOBWnJiPZZNz0YyIiuTC7L7sWO6aQB6uDa1+p1OmO69Zc6UPCzuXTphJeaAfh0fmziUTp81oYuMbGfOIB29bLlANrVljK39CuFEm7Pba6ydIqeWqMXV1apVCyJ6gGMNCscMgw+rPzA1JBhpNkWEoYUJzoeSo0kbDaJ1V69qUSfLLI8G15EegxQQ4AbRmgS6JPVXp+72lK1RKVcngfSyiXEZ8UGOOQd5iLS7/XMMa8wf7yytsaLhnatzi4+4jBgwkkMIIPOAE1RLZd5cRFcdbVa5UXJ1bUNvqbYgQByzNJ8Y7QVIlXzBtjtewa+XXTWvn5P+AJVLlccQLt62XIA7WpLGfDcyOVyZIP3GR4lUR9Z0fSzP3un6S4DHtCKRbCB6TBFHywGDgAx0w0M1j7zE+avEM6NAoSIUnoj1UdblYXn6S+tw1DiPAHOEasyEn1dQu1un3rmYtDKd6hqABbDZLHfheUVvpDkTccMrTI2vLq6LvZrcyr5fIbmZma4i8aCZ6c/YFMNokvhQAQVwheeIEOFEHMV1xjgdU6BHqceuJfhiFG4LSvmwmbHd+F//DhJn2uDkiD9y2QyDqBdvWw5gHa1pUxH2UFkppUtc5Yx8jQTZE9kaMN0oT0DhN1uh7vFlbVVpgDSwaoGqOEw5AhRT5LfeGxUHFgDuYHqIXfKZF18ieWnNZND3YBW5scKjlg4ZjsiSzjdhPfTbQ+pZ8AVKXyVsigocDzgjxeWVw2oh7o7Af3AdPxd01n7OhggMSDdbnZFUme+ME2m1WxRo92mTkenkutlRdLwlNf2kFGS44vH5Pg4KVdjmXNzLj5z8JIHLRcvX4Klehf1Q3V1WZYDaFdbKo7jThaLe+j6YjGTYDpIPx5SxS/S7M5ZOn9mgV544agB6AIVikUO0ud5hKoFZt2xjdlMQ/g18jMWLtZOoYotcWxLw5LQtUtOhi/0hVVjUPISChg8sX2Z3QcUGlB+wCKeN3cDoCz8rBwPgpVg+cYUljSQn+3sPtMzMLisr3fZqYhtx8qn247ZdtHYFuzcmMc4PlFjcCc7fECfk3LtKSES87lDGPLKfoquXg3lANrVlgJA8/iPAAt8Q+4S0SEPmn0adAf02Icfo/fe817aaG6wJvn8+UUqV4oiMkYeR+AzsAHcfbVes8aZPJ1CknCehh1wpQrlUVYHiS1cxmnZRUZFZF6vtKCq21XKAclyJdM5Dw0wo3PGhaBjuupub8gUDI4LIMohR+b8hkPp8G2Hzlb1KOH5hhJ4pJnR9qgSO8VcDSnm+TDGTNXGzL790TGRSvpU4WHJGlnmFLBOoqR7cT5NV5dzOYB2taUMuHaSQOzX7JKLxQkIizMUFCtr6+b2v005phOK5jl9A8QlzaAQ1QKs1dYtyBxyINpoTwb/sVwv9iy/bScRkjzW4CXOn45DSlQjYjtnif8cHS+rRQIZLjvoDZinVh5i0+sSNqSwbdw8v2kuNjhOnCPnMUEgGEdCe3jeaHE0PSpSk4mdGA5qI8ucc7FQsIgsi6JWX2e/bRq3ZREcqsFX4rNz9eoqB9CutpTpoNt+IPkTXdyJ6zw+uPSQave2t72NA/uPHTvK3DQmifgKXpKV7HH3KgFBsXDLvGVPu+yEBqmvUCZ8x6S4llhVhFIgdmKKdqLW7m2VzdYcAhqDu3ZVfqQ6a+WqOf8DPLp5bqvd58foziWYH+7DIbsD0UTHlI5kocQaXF7CPZuLQSFPefP+wNCSbAJjayj0yfLkspgpb4DPFyZQR+bYXAft6mXLAbSrLWWArpnPlgmBSShROnhUzBc5twIUwpe//CV64uvfpMWVdXbWeZqLzCl4cB4OhZMGveFbiZ12niGDrS8TVEjDn7VshnKqa45tfKflf5O0m7UGF2iPBZwFJWONNyX9e0KSDY39Qa1hc5n1z+ZYB2zplgVDP3UFJprol4b46++hpy6aC8LM7GR6sbC2nvTSscmkYp2UcryJfZNdB+3qZcsBtKstZcC1DUszaAl/E5VQNLfzcBD++ef/knIGvKFeyOcLVBkrGxDK8LBYmQKeMDUiDkLpXj31uqDTzmL8lCdRn4kKkn3PSztqFBYlsf84HqadtC0lE7jblcklGk+qYLr5udgfOGdM+u5pqNFmAXOEGYfm9+Ck2VySWBaZ/u61g0EatvR8LkPXXLWbhoMBc9185DiYTaCcem48nXOoFwQbrRomSeef+DG5ugLKAbSrLRWGYatWm2CAjDQAn2E2jGm8NkbNZss8zjEQFYo5tTknFjkFo2IODGXAA+UBoAr0CRyG5Emna19g6QvRNwvgXrd/H0/HxpDalyBlOjPQ0+xoTwPwkpech528zVNUopHpBTsLVLMNr02GSehE6RA722W0Sx6tRUqlFAu0d88uVoeg6yadep4qO1QuaPXbuqaohh1WRtt3uf5t/MhcvUrLAbSrLVUsFtsAGaYu1O5tARQ0wOTkBC+u5QsZfoxsDZ/NJAI/cA0O7QBY6xJXsAw8CcHvkQJxirsC8BykxN1mTJVKkW64/mo6e3aBVtY2FEAtNeGpRVsJkHgTN63P4QS9hEQDTbpM5wslMm66fix6Qg7Ir00VJKTabN6CDI7FXszrioU8zU5P0Vi1ks5N1IPSc5A3y1IksinmSfg9CFQFgq9Go3P8FfsAXb1qygG0qy113333xZ/7w9/lIawcPO9JID4DKAnwydxBX2/fiaeP8KQSz1IFGo7v2+W8JJW0xVbNoUJoO7PPAp5nRRqJqCzQsU6Mj9HpMwusbX4pjaGSPBqBs4zc8tIcj81qjEI+R/M7Z9lYgrxp2LoH/SGFg5CnpETxSy3mll0G74y7hx07pkTaZylu2sRR62JmqvxQHbQk5NmjJbaaf+ITnzjxbfzIkUTaRgAAIABJREFUXL1KywG0qwsW87KZIDWaAOgiWLsTn3zbjyaSqwE4y7JLThQcvj/iOmToLEnanSfgLvZEqzgbAbIo1DyhRkjldNrBVkzXun//HtqotwhBThsbDbZm27mGsR25ZZ5bKOapZp4PN6Plp/2MWNEB0B7JImYcCT3C7sGsr8YSGSybjt2CYiOboWq5RHt2zZEXWZmGzSnRc0heSlfL+6N0T6oGMRccfg8CN4/Q1bdUDqBdXbAMgCXWCKi6XRLx2Ghhz4KnTbwLrNmDhHNleZsnygw2aKhEzVM5XppZkXijbjo9AqEsbMgSgDOXydHc9CTNzU6br1m2XyMIqdFq0UarTd1OlzOcEaw/6Pc09F+ojdhccACQmKtoO3tPzSeSCe2p3lrt5AbQcQdRKBY4NGlsrCqmGcv3xNrFJ5TqpoVL92RxVB7yuQe0iTM3vxufnDh2ET5CV6+CcgDt6oI1DIdJNpPx0jD6hNOaOUY0k0jgEOuT02Z5dBuPW/phEknXHIvOGFRsoFnQdkFPZhKqscMTVyDFo66T8zusMoMUx81/5xeWaGlplXzT9bbbXR5OCzUFaArwyjIhRS4ewj74Iv8jORbfSvR0Anmi6g2cSyFf4MAlhPpXkExnfg40r0MuLn/njdLhAHYRMX1AKq3zRh027jcyfobGJ6b+4iJ8hK5eBeUA2tUFy3SWSQ6LhGlLywhK8ABaHXGinXVgQY8xWhbYGHMlIUiNJjLyCZ0pgDhQcFQPiAA2iQyNk/NiVT5Y8R3zJEnqPgzjIUVdop4B53ajzVO4Y50/aHXQnnat3LciAQ/7xLBYX2gXP5HRVoEX8IiqarXMzkiYUHjZU8EVlEtAvi4Akk56sVNftFfG7+1ElmSkakm1HJ5w9lhozGSyH7moH6ary7YcQLu6YGUyuThg2e9oxh84Z1KHHgcecWfrpyoNu1QHyArUPWi7YXEYSpctHaz3koU+SkZdZkJeqhdmjiKxgUrymC8M2gWXSyUqIAva/Hfq7IIcm5pC2PHN1myFyVikbjgnAPJYtWQAuUxFA8rZIEt21Fak9I21qbMSxfIWyvn4VoqXWDfKS98/fXlK8TCbb/Y7Pbfz7KOPPnr2lf30XL1aygG0qwtWnMSDIAiyvroDUayJZsohYp0z/vl4sSVctXMWDQXBKo71tCD2yNIkeFrqEGQNc5IqOHTYt2iQNSDaLq7xz7FMPZF+NZH9Em+Q8sU8TU9OULFYouOnz1Kn3XlJBw1ARthTIZej8fExqpbKBthloGsRsal9WL9V/2zvDmSvyjETiX47YUNLrBx8ukCY8h56hLDG61/5PsETcMZiY6VaeeiV/eRcvZrKAbSrC5bBw1Ymmy3DrOKFw5eMhrLUBrPQkGDwlGqrTyadXyhgDR4anTN/6d/ZbYjO0lOTiT53pD+mdAEx4Sg8BWMF5XgzvRDJMaBbxmLeTdddQ6fPnqeVlTXK5rJUKuSoVhtnVQdC9Vl+RxJqhPXMsRJohzKtNjp6fnawlt0t5iOmSSIjO3lCKrdL0m5Z01D52O0r+K4gEP13bXz89C//8q/82iv5ubl6dZUDaFcXrH6v18oE/lyQ8QnT82xIG0AssgDJHfWmCE0isgS0F3jpwpnQxwDqbKrsYK42EjDnpDm74GjB2NLPGOqqW090n+mCoXbugUoAJYg/oKv2ztOOmWm+GuSLOaYXrNNPQpzE4NLv96hQmKSoZyV3lkWx5hNvpGGO4EbsUyaXpwyHLMkxWcW0Z9HZftvUvcNq7vuZZyam5t7+in9wrl5V5QDa1QUriuMBviPoXpQOSdo925xknr5NlAK2VS4wpSAZnukEER59lbpJNK0OP2janc3w4PXBWDjpdBZWstnpp3I8G2Jk/mdIUcqNCwgTd89MTZjfh9rlCtaOZIJghk+eX+Hnx6p7thcMyXv2gMt8rDlzwdmzY5ZOLKxQAoDWQ6RNFwxWnfichR23e/3FwaCfnZ6d/dKuPde8+1Of+tSLr/BH5upVWA6gXV2wQvijITsr5smveypbUxMHdL+YYhJlU2ojTqQD5okkkOIZ8Muwa5BSAwjClDA521cNskcpairda23SYjyxFwQuBcBEn+enFwrWh1CI7I8kTp/P3b5mmKZakEg4btZl6yLmYKCvswuJujAYpfpuHZGFrOn+kIrZPAO+HG8sfLkvFwx073Ozc/Tdb/3e7vjERGt1dXWh2+1/5j3veY8DZ1f/qHIA7eqClTD761Mhm0t1vSyWUz10xFRHPAJFz/LOojvOYuismlbIugd96VAhvZO8Z+28Y9m61TvHln9mA0k86nhT63bCna21hiPvYqQsiaUbV4CFBT21Zae0iIY1KW2TWv5iy4uTGlk0WyT2aLUxYFPLQGcTirMyYdkgNNPj4zUqFQpUzOfp+ae+UX724KHrZmdnrrvj9td8z6c++cnPLSwu/itY6C/Sx+fqVVIOoF1dsBKNVM5y1nNgvmRMFaOspRMYICOyE0usPwNAKPpiUT54CmSBjsPC9njCirruUHHipdvw9GclnVXFpjSHBeVNgA1MBYccaUA/VCaiyvNG1kQre6NN0aab40QtcieW5lBZnr3wmK+1jaYuUGK6eUATlSovPCIvxDP7H/ZlMRU3BZgIjgEATz3zDE2fOfcvXvuGN52699573/jAAw84iZ2rb7kcQLu6YJlOtA8KoVIp87zBYW/AyW9McShBge6WqdvE5jGTyNIMQOVMBw0+NhjZ7FQA7fGiWUbdeZsX5OxCoK+8MfPeKjPGpUGyLwDIoraw3bUMt415oTCKLU3ipQt3IwyWrjrSx9Zjwkdvpcx6DqIeIZ1OnowuPOaOAhnUyVBomH44ZNMNps9gQRV2dKg2pqcmaWV1hVUeS/EKPf7FL8y//k1vOfbQQw/90N133/3XF+VDdHXZlwNoVxesfKGwgbmCHBRUKtMgyLKdmmcNxpJuBPdeZhBSNhtRNhdrBpLkW6CD9hSYJWZUOmbSiSsAMdZnJBI/ahtdBmN9nW2YRz/EIz10nLISXBFyNkL5OzfGns41TOQiwM+z+morh0uditbYIkAcDePUMh5Y16E6H8O4r9cZXx2J6KYz5oIz4FzpfmbIC6uIasWO0EXjfQJ//Zef/3zuLd/9Pf/l/vvvv+6+++5zeRyuXrYcQLu6YA2Hw8PDcPhDhRzAJmPASxfTwP9GCnrmh3a7Q/1Bj7q9Dg0GVapWK4Qs/4CnZwe62Ce8MxYNIXmDaQQAzdyzxpTSpgVBjixK4rQlT8hyzUmK1bHlrBlfY5bBidVbIkThLsQxhPaErEIkzTJVgPZJlSMxJ/jFsXDMMjtQ1R2JOBcRKIK7gjSVz5fp4DiW0FyAMrhgRSFfyLqDPmWR42EAfBCFMjTA/P6v/vq/+D/wAz/8V2ZrV13Ej9PVZVoOoF1dsDY2Gr8zNTn5871uh7vBXm/AY6P6vT4hoyM2nbQE0ScG2BJqRgak+yHHgSLPgmM6DUD1zes8HhUlvLPP3zP8ZWXPNmZJmWXteFXnkdhJKYkGLInEz8rwhOpgaRuFBgirlRLN5Su0utFlusO6xRmFo0SzM0gpkYQT8YS7jq2LhsQ8YxcXVQvN3LLsVwV5TN8I6GM/EQ2TWGNPzS+HA5723ep0qFAqMfjL7z166omv7XvkkUfe++53v/uXL/LH6uoyKwfQri5Y5hb8qx/9yMON4bA3VjBA02l16YWz5xmgxmoVWlhYoqmpSZ49WMVMwijg7hMDWGGdhg4aORk2AN9TBQeGt3JCXNY3IB+lC3aeMBgj4wepTi4ZpS5zol6UKI2iYJlIzgVz42Z707UarayscNZGs9lOOXOmLjwJ1B+rjjGYr63XDbAPU2s5/9Wzi50aAAWFiB+nhhWhN6y5RjXe6N49n2mdvDm/6liJ86p75n2AnRwXuIH5Gf5CXEjOLyzSjTcNH3jPe97z8Q996EPti/3Zurp8ygG0q7+3CsXa6U527ZahAZdKtWQ6whyS2KiBmYSBBOAvLK2wQmN5aZWu2jdP3U6PU+HAB4O/LReL3D2iMAg2E3iUz2bNPzyfBhRvyhgSsTSDcKpf1vFXccJmGPw61rY70cQ6O4eQFwjN80+cO0flfJbavR4/hnKkVC7R3n37aG7HDI1XTXe9tkEvvHCEVlfWzLFFGnkqRxIwj+5Lt8zjvEYUC3Zu7emcAc1dtp2i4jE/H0ZyHL3BkI+pYi4GkfkZtA7eB6HUY/rSl/42+93f+8/+wDz8kYv5mbq6vMoBtKsL1oMPPviWyWr+lm63S08+8zxnaVxz9V46+OIxCgcxTUyMcweKNLgoTMwdfUjdbp9OnTlH1+zbS/liwot9oDSyGZ9bT7Y9G3AGN5w134fhULpWdSQKFa1W7Ei4X3SnMmVWwJviOJX4JZuCmmQNMSbTEFMjFPCenpmin/zJ/4He8qbvpPr6Gp04eZpOnjypi30GSG0HbwOZfLkgYMlSMkVUh5eoC1IjUzVOJGVEQHH4OjkmRg626c737dlFZ88vMbXTbLVox445Or+8RF7IxDu1Wh06fOjgDz/88MM/ctddd/3ZdnzGri79cgDtaku94x3vCP67n/iJP/6df/8bDETzO3fSk08fpGanzfTA0IArFgdhWqnVarS4vMLd6fpGnQfKLq+v0+7CHJtJpLOVDGbTQBtQDU0X7rMkTWQfMZtJZFiVTg9U7zSH9cPVBwDG00MBZPGoJKliA0YSlsSh0x4MDFgGNDZeoRuu3U9vNuBcKRWpsQGVx5CajTqdPn2Gzp1b4BmEcG1zihN5mimiEj2AcSzSQJFTC+cs0jwNUpVwkvSVrEAxJw1q45jZB4O26eQhwcMCKQ1j7rqHBvjD4YCOHztOb3jjm/74kUce+Vfvfve7P7c9n7arS7kcQLt6Sd1///3+j//4v3z6L/7zH022O13uMvuDPpXKBdP1dZm6YFbX4A1iPlfW1jlPGQNYB/0BTdTG6MyZBRrMDJmHRmfL9AQrLCLWFbfbPeauUcjoUDky65YjCJCVixb2OWbdM1MfdoEwlg4bi3sRmIjYdKRQkfSEQsjlMtx0r69v0MnjJ7jbP37kCB1+8UU6a44NY7FkUne6Z0rldmkqXcwKDNIgKMXwTY7JJLW545URjaTeksckkkJ06hiX1TTvJd4vTH/BKeL1HXMOn/393/ff/vYf/L8effTRn3nXu9716Yv5Wbu69MsBtKuX1P7913zpa1/6ws0njp5gEAWoAnlyuSzTEtAzd3uY/dejfndA2XxGFgaHEZXHyqabXqWpqQk6Z27v987vYmBe21hnOmLMgDe2QZCdqYwu65vHm5hoqCzsENiYRuH88pjSsVvW2g0jTdaA/LIB43AoDkKoRUJzURnOz5nHQ7M7XFgGBC59aH7f5XmFNlY00SlVAWmWkrgIfaUzEpHb8VM1Q8Ta3lN7TRKPhhOkUf4S048amvMFlYJzr/oZypv3EgqXUqlEzzx7kB5//Kveba+55Tc+8pGP7P/FX/zFuy7m5+3q0i4H0K7S+t3f/e3/fOrooTc+e/BFWlrdoIzpRCmWaSgz0zOUy2RZgTEYDOjcwqIB3jobMBh8TLfcbXdYM41bfADX6rrprvNFatRbtN5oEZ1doL27d9LU5Lg4+qKYeV9Ph66yk1CClrl7HQk4tMNV7TXUGnAj7r9mL91647X0/JHjtF5vUJiE6nAU1QcWCFeWVqjfadPK6jLVzfFiwCwuMIkm33FYqufrbhRy/UTDkwLRSZNoAeUobKCHGHISjNBSoSAvGlr3I1G6iIn3Y3pigt8f60gED1+rlOiaq/YS3m+8xzfddON7P/nJT+y7886f+9cX+7N3dWmWA2hXXJ/+9Kc/QVHnB58/9CJzygDXmekpTrPbOTvHE0jgkAOnXDAgDQkdFAuzczP04pGjtLq2Ts1m03SxyN1IWA0BtQdAanJ60oBin9rdPp04eZaBbmpykiUTw7BvgL/Ax8AaaOaVRyBoB7wi8QPKCOiwYRCplTHbz6P1jQ3ujDOJTs2ObZg/sWFldWmJOp0SrRqA3mg0zc89GvSG6kgUlQYHInl2zqKgq6+jXpSVTm3h4JOxWNo0dwXr5vxwTDZy1NI0qXZaf4djgqwPGSFQwUSh0DvtTofmd8zQiVNn6KnnDrEE0bz8v//kJz7RuvPnfu5/uYgfv6tLtBxAu6IPfehDP3rjdVf/7J/80RdoYWGBzp5b5KyMugEg6ImBTnXToQKUsbg3NKA0NOAHKqFqgPu2m26gTm9gutR1qhtgbzQa1DFg7GUGBhA7rNyYnZ1ibfBgENKyeR4mZvvIjIbJJI7Izigc2a+lm+6afaFjb3d7FA8lIAPWaoPsBIVJfaNJ/eGAu1e2lQdxuoaHhczTZ89SsZQz57XCqpNWq039aMiAj3U7JiGgpbayDI0njfX3ViHNkhSAftyjQ4cP6+KgfY0CuAY0eZJzygZHIDx4fJw7yI/AnFOWQToy5zWkXiagm66/hv6/x58w2z1C5XKRKsXSTz/00ENfvPvuu//9xf/X4OpSKgfQrui2W2/+3c//6eeoZ279jx4/JSAJK7aBlInxcZbQYRFwxXSN6J6h6+0awIQy4+ixE6aL7JvX9hm0ofVl/bEB8mySMcAZSvccdxhYMTtwYAB1dbVOgQHuQjHLMZ2Q43GnHMVmX0POsKg32kwPxJrHkagzEOoLgPZas8PqiEgjRtG1+oEMGAjNMR89dopOnjrLj8F5h8pbE6UheRSO1gfJplSTjYOyag7P5nVovocOnmXrOmd+BGxrRxYH1CYZPMcT5yTZTBC1vgd8nj7z+6F53DfdfLlUpj275ujUmfO8wIrsk2uvv/437rrrrv/48MMPN7fpn4WrS6AcQF/h9dGPfvSdhSCqdXs9Oru4ZDrhvnDCBpAnx8cY9IbDIWt7YYveMMAMbhdqBKg2zp5fNMAnBg2mJyLJik7iTfnNatdOkj41DKgiv4KjhzAKquGZLj1PY7UadUx32zZdMTrLvkZ3psJjLRnoqpO/h+YrSCRjmkBLYP+it6ZkNASWATYRiPXToKVEjSYyfsuzOm2OQ83IMfqSveF5o/Alsa37qTkl8WSCObaPC5BdVCUFbl9fk2q8cRwykMV0/kNzIUPGtEc33bCfFpdW6cUjx+nG6681Hf+57Pz8nv/DPO3Ht+GfhatLpBxAX+E1PT1155Nf/VtCjNH6ep1sO4m40JmpCe6cAbxhJDK5AqsP8rRzbpYKhbwB0gGHAEnnG3J3HA0j7nwxZbtjALdnul3c0kNyxtuD2y6KVcsMk0tMy8srLOEbcjZGxMDIcjpPFtvECKKdKLKlA+1g1dHIX/ocACCynLm7tol6SJ1j6YbH/LJ1KfreaIq4p5mjPFUlJg3/t9kcYlXnS0uQMA8uaXY+bwfH0+mLfDBv3jsoNuw0RdaHJB47JL0kEoD3JQ8kHJjH5i4jG2To2mv20vMvHmUapspUR+7Htu9fhqtLoRxAX+E1NTF2E0AIwBeFkpQMI8nu+R3SSQOYEzGbYFmNFwtzWRobqzDNkM0GrFWGiiOGhdt871CX8mY71fGKAeksd94CzhK7CVDHYl9v0KNeONRoT+2LPbGEA/hY2ebbbtRnmzhciT4cL5o252v3Kt3upqkuGe1clb6wcaHidBFrd6KdsZhMLNssk1Js18uvQ1etNIuX8dNZhwnuGqAqMc/pmnOanazR9NQ4PXf4hBhz+CXI8kh4mjjvxhPZHeSFGA82MOfPdwB+n/bO76TllTXeRq5QMODdyT700EPff/fdd//lRf1H4eqSKQfQV3B98IMf/M47brseLSh3zDt3zNHS6hrzpLVqlbtcpi1MZ+sZIKoWiqw0mJwY527aVwoh4wmwIacCj9FF1jdWqVVfo1KlTM12jxqNpgGmkcLC50nXARVLZSqq8QOVRBKIFOm2IIKWDhl/9U2nSdyBgk6wk7Pt9GymIxiQZbHPapYtd8yTYNTwgufLrIGEzwUUDwckgSdWM6On8rt0sCJ7ue1ILquDJn5P+o0GNZseL/LBCFMz71Ff6SLPduXspgz4ApRVagZbHpi7Clx0Qj+it7zxO8xrawach7SytEDF8R0/YJ7iAPoKLQfQV3BNTEz8wPmzp6lnbs1xW37jDdeyTpjsopzaqSNNxy+WC6LqYK5XqIi+ARLwxkiOg2wMGROdbofecMctDEAvHj5Gs7NzVCoVOZiI86GBc6AyEsnDSNPk4BjMGiDLB6wnzmZyTGEENoOZu1cxfwhGapgSjfIxSLM92Hzie2lWRn42R/FKSEvL68yZz85M8/PQP7c7bVpc2WAw3bd3LzsRIdE7f+48g/TkRNUAb4nBnztmO9yQp3tLWl+bLd0+HTl5hnl8VobwZAJKg/1xl4ERWWy50Y4atEwUSX6Hn8nzeZ4+eZrf2ykD8pRrzV70fxiuLplyAH0FVz6fv7a1tswKDNiiIaN73R230dLSCrXaTbFnJ7LwB0oDXS9gBSFAjbYBZPMF7EYHiQ68UqkYICvTufMLdPL0WclmnpmhlZV1qk1NGOBqit8kjtUtGDFtkcmb231VPQQaSYoS9mJTPoc+8mkkhxsNyhp1tMwJ2xhTTzTN4eKQ6ZLpyXFlhr006jQDZ59pzV/zmtfQ2uqqOZe8eT/W6TvMe/H0s4dYD54t5Li7h4IF1nXm21W1Qjziq0BnFzf45+nxGi+sWorFk3wkuQD5cpGxg2wTlgQGLBmECqbRbGKaDZXyBb6DMW9U7mL/u3B16ZQD6Cu4onBQgmY5ibGoN6S19QXuaKFgAEiiyUN3lzUdJRYGUegOoWuerI3T1XvnTefcY1lcuuAXDvjvR0+dpzEk3YEaqVWpaMBnAAVINsPdOsA4EwTKMavpWpPpNg979XW0FBbhcEygIDicyJNFPGvLhsMxZ0CtjBmK5SJlgyyjMw+6TWRRD9x5sVBkiuErj3+FGvU67yOfzdG1V+2j219zC506eYp+4d++kz71qd80F6k2vf47bqM9u+cZjOvm+YsLS0y3ZGF9N+8L5IbtdpfmpiapbLaNNDvutkmOi6wQxUuYxwdwY6FVT4/BW4aeK0ee6AUI+ml+hfv/0Su53Id/BddwGLVinUpCOs4KC1i9QaRdbsxgVhurcqsnFmVwwBkF10DC+FUJge1gmvX05CRtNFrU6HSpWMxzZ43sjmp1zIAaL50JgG0O69cFP/vYzpJ945veyPvIovPEnEPzDChFYHhB5w+9c2zT8lQmF/VNZ5v0zPPgGuxzRgePs7Lcs+lMb731FvrKl77C3TAKxwUrNuSFv/np/53W19Y45OjU4oLpptf4+Ex/z3QJXxTwImSUGHCvh02mL7IFXNRyNlpaDCuJgC9fIxKP+ea8ArQ9b45SNSjN+nHzYqhp/EZAE+bC5o8Gzri6AssB9BVcnW73MMvUcMsNOZgnXWa3F2sXK4CJwbE8EWUUD8TACwMKiukKXQxDx1ooFejaa/bxQhcAf9DrcdeYxRSVhFShodyxhionVsqGX2r2Bv6G+NJvfP1rBvSnWQnBx6sa6kI+i4NLuWff6qU11KhEOfJr2sXydkUpcvrMeQqjoaTybaJIDh58lq655mrmvhHsdPrMGeaKcfFB3kasEUkpPUGiMoEpB3MHA7Wby6iVmIOTrHCEl0E59k704rIAKVciy6PzoZuvlunIwbezuSaK3MSVK7gcQF/B1e12/6RSLv0yAAbg0Wy3qN5o6igrLNKh2/XYTKFyYpLVuYTldFHUJVJpHIvtGH1lCitoA0BpvzngnOYQUj5YtS3HrAt8m4HaU2t1ItNkuVMFHYIJLJVqQS8aiZVYyOto9CsLhomCe6wLhGlGhvAiQo3wYp+cj2WwcXE5dvQ4x4JiQROdN6gVz7NAazV8slPPs/MJibXZGEAQ8Hm9tO9NA5QSGWCA7fIQgzTxP1ZViKdKEl+GEhCn+NVfqc/f1aVfDqCv4LrvvvsO/spDH+hnPD/P99JqR/bZ6R0wnmVYumaDgxSdPAEQT9UXTE0kauyIRd4m1Id0mOBiwW1HoClIQDK2Ha/N3hDZxaZFQTGNgM+WsKJN4UMafCFiE7Fie4lSI5Y+AbfLQ151FIAFb02gI7vwmGjXbv4HHHZlrEpPPvks7TeddG18nFrNRjo0VjI64jS0X2gLea+QsOexnlxUJnZCuY0j9cCd6/kiLAkXv0QXPkflibhDKQ8M1g3D4TdfuX8Bri71cgB9hdcw9r+czWfeBmAumFv7QSar9uaIASTIii+ZnXW+oBnyjBGYxJyzRoVGAPhYKBFmilWbbMPvBUixR9FOB9oNJ5vceyk4U4qdDFI8dRuxnixlFjefjnhNLwR26kmiU08Szw6gjUc2a3UlcsB0KmuORRdifr711pvpb7/4RfrRH3k7ffnLX6Y3v/kNtLqyaoB6gl584UWWwtmLFe9XTod/jjzZUwrMiYCsjFf0yZIYNrEvSR2K3uhc2RlDnE8yDGPKZXLJwSPH//CV/1fg6lItB9BXeHV6w/cW8rnHAdCQJ1h6IAPSQmftxYmytQqOSGPrIFNZO1ObbWGh1QKOtrSi8PD172wWCc1rlDogtVDzwFg/XTiTRUINzicJQ4qTEWc96pbldTbMX2gCOQA7hkqhUKNE9W7AkzuDl1wYzEZ27dhBV+3dQadOzlGn3aXziwu0uLzMcaEpnUxeep68C92X7ZCt/hrP8NMG2SNrx7GgrCy27n/US49P1Ph9HkTeC5/97Ge73/YP3dVlUw6gr/B64IEHvvrv7n//sXKpfs3C0jIv+OXyGc3OiMUCrqH9PEP1/2/vWmPsKMvw+83Muew5Z6/ttrRbUARaGmr9J01qYqKi8cLFoGJiJApqlD/EKPwgkW2zsSClxAT6g2Cx3BKLF1D5g/qDCqix0QDt0gu9bOluL3vp9uw5e24z843fe/nmLBEKSrbtku/NSlh0AAAPhElEQVQlZXfPzpmZ02meeef5nvd5POYSeCxcEcj6HsZPSfiqEmCNxXsCRMWgJYhVWkwyGSJgZoArFkuUMBKHEflYjJ88SR2pxmDZKCIpIKs+GNASaNMaGvh3niSAJ3bwDwS0E05A0UKFoJ5ZiaES3l1oWMSc7J49e2DVlauI4sAcxiMjIxzxJUqVFPsTmVIkfw12yMMFVtI7iw9I+4Zmb2IJLRwiyWON/OnGlNhsliRNbkGVR1exAOaWcPf5+Vfh6kIpB9CuDDj5t/T29r3QN1OFzs5OURcgWsRMJyBvikCEnLDprBFE7UKZHTqJNXeDSok+Dt+LjnDIvQodwtadmoZSVq9aDdde90UYHR2lMev+/n7ifCcnJg3gRfDHPzwHp6enoNlqkHYYvTzIZAi7eZW22EIhqDl8rnS3cr5zO1NPxrRpvRAXOUEW9BLOWGw06/Da7ldpIQ8nHWnfHne8dG+yxkpWAwicOZgk7acGbZ3rqFKRs3TNKu2jyQAqaXfS9BlkITIwB41iNbnlZ/f/ep4vvasLvBxAu8Kg2J1DGwdf7uuZXl+t1IlfbnlaQBoB2ANLBGAqN00XIo9KJC8/zhNdkbChPj3i05QLd8mZQEEUaaYjhEaZmDgFT+94GtatXwdL+peYbvUw5AJeENy793WolCvm0B40GhG9N4x5otF2sp6lOhQvWhL0JlaPIYDttRfrANpqDpIO+n7KTVtYz5sOfvmKi+Hw4TfhooHlMDtboRRw+ZQprQLyPvz4YTNk/+eAHepI+2zjuhRbm5IskAh9SGO1bDBBykUD5buA/ThaBT+e9wvv6oIvB9CuqOrN8Nre3iWnGo3RDI1gJ74wAJpMkDzp8CKKqdIpt2w7UgRIahYRgJEa0TzlhwoHXOhDG9GUVjAodHp6Gnp6e2H8xATkcyVYunQZNJtNeO3VV2hxEf0yEGAbYYOHSeg8RE2BUjSl20o2ZekPCYKVBUOIBXxVknbYyFcjpYETjaDai3q44VVr1sDeffvg05/5JPz9pZdg1apVMDIyAsuWL4dsjq1V9wwP08b22OjE51EyufV8lvFuSNo8urLHBvEJEatVsFw1CDXEU5PVWvPw44889dg5ufCuLuhyAO2KatOmTdODg4O3FYunH8EFMU/7pMZAfwjkdWNZ8PNUwB4dVolgVwlBlrwMGkXEt0pH7YtPswTAMk4ycB45dAgmJydgdOxNOg6C4MTkFExPnQbrFtciRzhIpW6shSY/OYiEv2Xj/CQ9fsqywFw+miGVPZ41TQDi0wDz5AqxHBq1JtEpM0itNGoU+YWj7eUzZ2CmMsPnIguWqNpAOh6nGnPmvClnkPBW2wOmi5M6aduXJiKhI+VHEsviqicaaaDF0s7C4q+f26vv6kItB9Cu0tq4ceMv7vzRD7/VqDfWJySZa0FTEXGbmtWTA13Mi3ZaWj9askvSwQqmPAS8UUetM77phEMoimmQ1XzgO8o4Ej5TAStU5p5cZHMJ+oWENCxCgCe8L7EICUgat9AEQgLzQiCqRpQs5MnOVCyLe7yQSNplcewjmDfbHT5yCFasuBhee2UP9C9ZBhPjJ0kHTWncYEFfkrwTtgmlcfjAo/ACpDvAawurmabnmwirTDhJLLHdtbb7ZK4a6aB6Ldy5/YmHd52jS+7qAi8H0K7eUjF413T19U7EE1PFxHTRyAODONopj8NTaehE28lB6QZjBmia4CN+mjtJ9DlOWk2atGtFLZoMJMy0XC3YxTPpPEkZwlpl/AnzEDNeIGnZwjGnq3DSlouyw6oswHqDyOIfcuGJaIzxNYol8LizpZuP4jPAVPLZNw5QusmJsVHivXnIRZ4QRANt3fDQKAk9OLpKJahUqyCzNPL5RJBnO2nJU6TP6wn/rGRgh04H1TC+LnQt+ur8XV1XC60cQLt6S23ZsqV+11133jBbnflzhI/gKk4NhairNoiDoa0IwPSqFi5as+yOtpPOmkz8kY/GUFUDzOgVne/Lii5aoNWu0DEJK5SEHa3mDtjP5kCcLTgUQLjkRM7Ls100iah9Ol+Cehuv4vHioA2MxdfQBAqPTcuazD1QhuBll19GVEaxVICRkaMUPxWLxM+SxawOScgAKl/oIIOopFEnjV26JgkAcwdptDw5KLs4CHxgFm4o6vizHZ2Pbtu2bWIeLqurBVoOoF39V23adN9fBn9y129Hjx260fNwki/iX2DDaUA7jFg/bNUSlovWMMdLIxFqOmE6Ac2SqqZDxWxD3xMVg7JGRVxqDsfML3CPHJA3Rcz5glb7jBSL8LspB05DME0ZhmlvTFpl2iymLhgBmCR6SsAZuLNdu+Yq8mW+YuUVsGd4D6xcuRKGX98L/UsWs4eG6eaPnzhOu8XMRbyRINBTUCywppml4uLUZ5t+AXZlJ2cIrWXqUTGQ6yiubX/8qe8/uv2J+b24rhZUOYB29bbVipJbP3Lp5V8un/m3F5Lfs7CqNOihpblN21+wAatKeGB+jV+n4RefDfkrs7PQ3VUC65RnOWSrvpjrfERUh8fgOXJ0lI+nQXTXoj8WjhnNm3DhL5fLk1dzNgjSFG4ezY4pAcX3M3DJpYvg1MmT9ESAC5kyBU4m/NXKLHz2mk/R70+cmqK0GVSX4Da4eIrBsKgDx3Tyzq4idOTz0Gg1ieJBgMbhHuToMTCX/EOU3IxSAYuMw9vILBmJ71t00Z2aH0NcuUrLAbSrt6177rmn/MADm58vlYqfr9eb0G4GmSfWonnmKTsmX9mBjbW/iVAAGTTaR8MjA0QIZlOny8TbZjMZsHPdnA/IE33s9yHOdgZA9w0Pw9VXr6N8v0KpAPlsnjpRBMum2X+9XqPUcFSB8Gi4L2qJCFpNBNwq1BuzlC6OIBprXtBEzrjZiqn7Rec6lNAdPzUJpa4euPnbP6D9eUEGMNDgwKE32zcn+VsoFc25+AFZsTYbBsTN/jEoAMF8plqDAG8UftuDw3LSWP4cSgelh52lrrFfPvbY1nN2cV0tmHIA7eoda3p65rtrP7rm2M4XX1Y0aCIURCqvU2yQxH7QWuZaNI1Sn5qcgJ5SibjVcnnGAFqRYpwqmRocPXZSgB3YPY88nlkpgsVxVJB6Vuzee9CAWJEmCVEtgdOOHR15GBs7bn7OU8xW1QCuL05yMwaUe3t6aBvMFsQA3PJsi84fbyHYjbfCUCgGma+WoZdGI6TzwaeEuFWjfaaDi1578g+/FsxxKbHFnNfpcgUmzM0HbwKZXJY+F8i2dnHQmjopDB6wbqPmT/eivm+cy+vqauGUA2hX71hDQ0NjD2y57+UVy5Z/4tjYGHrNW0IDUlc2pcHmZ5NyA/lZ88hfnqkRF4shqRgdhUCKYFcodZC2GCOkbEfOqS4JyaatxwbJq1P9sILOQgd9bYYtqJ44AciNV2Zr0JFtksKk1qxTJ16r1QgkcRoSqYZYNNuUBQjsx8ydbUZ48LbsDblukvQBD434RGskqU81LTZi3qEB2KL5HPmOLJQrs9T505j65DSZ9w8sW9Lm0+WZg7kYnxcDkX5BVw7zfWdX766tWx/eeR4ur6sFUA6gXZ21KtX6rVesumz/OIbL1posbEMFhRfzpJ71k9CWd+Y07lw2Rx1lEGAOYIZ9NMzvkX+exWippJ3mDSK5s3I36swJ1SQV2/yHnK8nAMmmTHyrwMW6xuS4ONWBnYSBehixbSqwoZM1UYoSDg1g0yItQzMevZbBTj7g6CzLiVM3H/iczG3AG8Hdo+BXBZWZapqN2N1Zgp7uTmg1mymtYQdqyISfumaP7VljtBKl/SQ9vf03noPL6GqBlgNoV2etwcHBA/fdO/TPD69Y8fH9B0dMV8mgZhAHQh2Kc1vbEB8LTZKWLV0MZ8o56MSkb9NtRmGLu27Thi/q64be7i4IcdAj0swDxzENwSTWjS4RLlsc6GTPoG2GCa+7pcMrKf2iZLyaEwhShzib3WIXDu222DEHwICrOGGAQJTDbGWCUSRyMKcjTtIzkklGzQunFFAgk4uegHl7pBynBz3I4mSl+TvqKHbueOihh47N+0V0tWDLAbSrd63KbOtrAwMrDp4cHw8q1RrJ1VCt4NPinkjuRFKHhWCJIayLF/cS+YHTgNYt2iNFRwYS8y8P8w+VNYDWljZh6Rz9p0W0N2e00OqhrdKDAFkz/61sJqCoMlgF4qXDhAy2Xpo0ZUsJOcxThuyWZ7l2pezco0w62gW+JGWu05356PORybQ5a0hExSI3Da1o6hDzHHWiywcOHrl53i+eqwVdDqBdvWsNDQ0d3bBhw1eWL1v+uzcOHfF0gFwB0KM6G/zLAp+y49PAHXDC03LpIz9+40voqgyT2KQVBk3sXDVN1dF7fe6gAzoARbqADXlVyZzJQ7AzhkyxEBDP7eoJnZO5oud2vKCCue9O3fb4ezsV6Ikmm4/Oga/t7t5mFtLATqzFaU8GcRTprtF0PzT7rRQ6Syf9XMdfM152465dfwrn98q5WujlANrVeyoD0L+/4447rjLfPhMo70pM0242uDvk7hdSPw76SuGnPMZndc7tMRa7gCbys6StaCBtssfdJ0/aCWWAoA2cP+jZtGywCdttD2Y0G7I4LAjJFqNaSdq3Trtjbfdt3z/XEU/GunHaOzatvAFebf6Y/yeR+XyheTk0W8f5fK7fz2aI1cZ9BHZ8nQyZMmilGj/5q98UzsElcvUBLAfQrt5zbd68eZ/5svqmm24a0M3Z71TPVD5Wm60u6u7uWh+Qxs1OCErHidSHtKpKuGHEbh/aCGpTWEAoAeJ+E7YWtfRCojAJO0xiHRmsxLlr+zuQKUKrWQN00A8jiBtxDDNm07J5d2h2ENH8jKdic5qNTCZodJc6GyoIqr4XVAz0njF/yubGccbzvCnfVxPZbHH8wIEDY/v372+e7e/k9ttve3V49+61SItE5qAo60NqBr1H8PP3LFp8cN4uiKsPfDmAdvU/144dO8bMl43253vv/enI31584UONMKZ4Kpo8TOkPDwq5wnj/RUuvb7VaOa29otI6r5XKK6WzgQoKBrGzKH8z5QcG2QIvCBOlp83PU2GoJ8z79ppjls/X5z1bZTLZZzKBv7ZFgQIxSQmjhBUk+Q4cqvEfPN/n6GrhlgNoV++7oih+3guC78WNkMz00cSeG10FuawPAwMDw9u2P/GP832e81H33//zDTfc8KVLpkZHP+cFXjfmhyFx0orjmi6Unnzwwa1uQtDV/10OoF2977r77g23XX/dF1bHUbgukwkyGdM90iC41mGr3vyXVsE3z/c5zmc9++xzt5zvc3D1waz/AJB/5Mo2wr9NAAAAAElFTkSuQmCC</Swatch>
  </swatchLibrary>
</Fixture>